- Timestamp:
- 07/08/14 11:24:00 (10 years ago)
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- branches/HeuristicLab.Problems.Orienteering
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branches/HeuristicLab.Problems.Orienteering
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branches/HeuristicLab.Problems.Orienteering/HeuristicLab.Problems.Orienteering/3.3/HeuristicLab.Problems.Orienteering-3.3.csproj
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branches/HeuristicLab.Problems.Orienteering/HeuristicLab.Problems.Orienteering/3.3/Program.cs
r11132 r11134 1 namespace HeuristicLab.Problems.Orienteering { 1 #region License Information 2 /* HeuristicLab 3 * Copyright (C) 2002-2014 Heuristic and Evolutionary Algorithms Laboratory (HEAL) 4 * 5 * This file is part of HeuristicLab. 6 * 7 * HeuristicLab is free software: you can redistribute it and/or modify 8 * it under the terms of the GNU General Public License as published by 9 * the Free Software Foundation, either version 3 of the License, or 10 * (at your option) any later version. 11 * 12 * HeuristicLab is distributed in the hope that it will be useful, 13 * but WITHOUT ANY WARRANTY; without even the implied warranty of 14 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the 15 * GNU General Public License for more details. 16 * 17 * You should have received a copy of the GNU General Public License 18 * along with HeuristicLab. If not, see <http://www.gnu.org/licenses/>. 19 */ 20 #endregion 21 22 using System; 23 using System.Collections.Generic; 24 using System.Globalization; 25 using System.IO; 26 using System.Linq; 27 using System.Threading; 28 using HeuristicLab.Random; 29 30 namespace HeuristicLab.Problems.Orienteering { 31 32 /* 33 * Based on 34 * Implementation of an Pareto Ant Colony 35 * Optimization (PACO) metaheuristic and a 36 * Pareto Variable Neighborhood Search (PVNS) 37 * metaheuristic for the Multi-Objective 38 * Orienteering Problem (MOP) 39 * Copyright: © 2007 by Michael Schilde 40 * 41 * See Metaheuristics for the bi-objective orienteering problem 42 * http://link.springer.com/article/10.1007/s11721-009-0029-5 43 * Michael Schilde, Karl F. Doerner, Richard F. Hartl, Guenter Kiechle 44 */ 2 45 public class Program { 46 #region Constants 47 48 private const bool ShowStatus = true; 49 50 private const double PrecisionUsed = 0.0000001; 51 52 private const string VersionRequired = "*tpv1.1* or *tpv1.0*"; 53 54 private const int ConstraintTimeDistance = -1; 55 56 public enum ErrorCode { 57 ErrorNone = 0, 58 ErrorOpenInputFile = 10, 59 ErrorOpenOutputFile = 11, 60 ErrorConvertToLower = 12, 61 ErrorRemovingWhitespace = 13, 62 ErrorWrongVersion = 14, 63 ErrorReadingData = 20, 64 ErrorInvalidDefinitionN = 30, 65 ErrorInvalidDefinitionC = 31, 66 ErrorInvalidDefinitionU = 32, 67 ErrorInvalidDefinitionL = 33, 68 ErrorInvalidDefinitionX = 34, 69 ErrorInvalidDefinitionI = 35, 70 ErrorInvalidDefinitionP = 36, 71 ErrorInvalidDefinitionS = 37, 72 ErrorInvalidDefinitionB = 38, 73 ErrorInvalidDefinitionE = 39, 74 ErrorInvalidDefinitionD = 40, 75 ErrorInvalidDefinitionM = 41, 76 ErrorMissingStartingPoint = 50, 77 ErrorMissingTerminusPoint = 51, 78 ErrorTooFewConstraints = 63, 79 ErrorTooFewPoints = 64, 80 ErrorTooFewScores = 65, 81 ErrorTooManyConstraints = 66, 82 ErrorTooManyPoints = 67, 83 ErrorTooManyScores = 68 84 } 85 86 #endregion 87 88 #region Fields 89 private static TimeSpan avgTimeDurationVns; 90 private static List<TimeSpan> timeDurationVns = new List<TimeSpan>(); 91 private static List<int> solutionsFoundVns = new List<int>(); 92 private static List<List<TourData>> TourBackupVNS = new List<List<TourData>>(); 93 private static List<int> solutionsFoundPrVns = new List<int>(); 94 private static List<ProblemData> problems = new List<ProblemData>(); 95 private static double averageScoreVns; 96 private static double bestScoreVns; 97 private static TimeSpan timeOfBestScoreVns; 98 private static double worstScoreVns; 99 #endregion 100 101 static void Main() { 102 Thread.CurrentThread.CurrentCulture = new CultureInfo("en-US"); 103 104 const int numberOfRuns = 10; 105 const string inputFilename = @"C:\Users\P41107\Desktop\moop\1 objective\1_p21\1_p21_t015.txt"; 106 const string csvFilename = @"C:\temp\results1.csv"; 107 const string summaryFilename = @"C:\temp\summary.csv"; 108 const int numberOfIterations = 10000; 109 const int acceptFrequency = 100; 110 const double tresholdValue = 0.95; 111 const double fixedVisitingTime = 0.0; 112 const double fixedPenalty = fixedVisitingTime; 113 const double maximumDistanceOverride = 0.0; 114 const bool performPathRelinkingComparison = true; 115 TimeSpan runDuration = TimeSpan.FromSeconds(15); 116 117 string testInstanceName = inputFilename.Contains(@"\") 118 ? inputFilename.Substring(inputFilename.LastIndexOf(@"\") + 1) 119 : inputFilename.Substring(inputFilename.LastIndexOf(@"/") + 1); 120 121 122 // Open the results CSV file for writing the data 123 var csvFile = new StreamWriter(new FileStream(csvFilename, FileMode.Create)); 124 // Open the summary CSV file for appending the data 125 bool csvExists = File.Exists(summaryFilename); 126 var summaryFile = new StreamWriter(new FileStream(summaryFilename, FileMode.OpenOrCreate)); 127 128 // Remember the overall starting time 129 var startOverall = DateTime.Now.Ticks; 130 131 for (int runCounter = 0; runCounter < numberOfRuns; runCounter++) { 132 // Print out a status information 133 if (ShowStatus) 134 Console.WriteLine("Run {0} started.", (runCounter + 1)); 135 136 // Create a new problem data container 137 var problem = new ProblemData { 138 FixedPenalty = fixedVisitingTime, 139 Constraints = new List<ConstraintData>(), 140 Points = new List<PointData>(), 141 Edges = new List<List<EdgeData>>(), 142 MTR = new MersenneTwister(), 143 VNS = new VnsData { 144 NumberOfIterations = numberOfIterations, 145 AcceptFrequency = acceptFrequency, 146 TresholdValue = tresholdValue, 147 InitialTour = new TourData { Path = new List<int>(), Scores = new List<int>() }, 148 DominantTours = new List<TourData>() 149 }, 150 }; 151 152 // Do the initialization 153 ErrorCode errorCode = LoadData(inputFilename, problem); 154 if (errorCode != 0) { 155 Console.WriteLine("Initialization failed. (Code: {0})", errorCode); 156 Console.WriteLine(GetErrorDescription(errorCode)); 157 Console.WriteLine("Exiting."); 158 return; 159 } 160 161 // Override the distance limit from file by parameter if specified 162 if (maximumDistanceOverride > 0.0) { 163 problem.Constraints.Clear(); 164 problem.Constraints.Add(new ConstraintData { 165 Type = Constraint.Upperbound, 166 Target = -1, 167 TargetValue = maximumDistanceOverride 168 }); 169 } 170 171 if (ShowStatus) 172 Console.WriteLine("\tVNS started."); 173 174 // Run the VNS algorithm 175 var startPart = DateTime.Now.Ticks; 176 var durationPart = runDuration.Ticks; 177 RunVns(problem, startPart, durationPart); 178 var endPart = DateTime.Now.Ticks; 179 var temp = CalculateDifference(startPart, endPart); 180 avgTimeDurationVns += temp; 181 timeDurationVns.Add(temp); 182 solutionsFoundVns.Add((int)problem.VNS.DominantTours.Count); 183 184 if (ShowStatus) 185 Console.WriteLine("\tVNS completed ({0} Tours in {1:g}).", problem.VNS.DominantTours.Count, temp); 186 187 if (performPathRelinkingComparison) { 188 // Backup original VNS results 189 TourBackupVNS.Add(problem.VNS.DominantTours); 190 } 191 192 // If we have two objectives, run path relinking 193 if (problem.ScoreCount == 2) { 194 // Run the path relinking for the VNS solutions 195 if (ShowStatus) 196 Console.WriteLine("\tPath relinking for VNS solutions started."); 197 int toursFoundPrVns = PathRelinking(problem, problem.VNS.DominantTours, startPart); 198 199 temp = CalculateDifference(startPart, DateTime.Now.Ticks) - temp; 200 solutionsFoundPrVns.Add(toursFoundPrVns); 201 if (ShowStatus) 202 Console.WriteLine("\tPath relinking for VNS solutions completed ({0} tours in {1:g}).", toursFoundPrVns, temp); 203 } 204 205 // Store all the information in the run-spanning storage 206 problems.Add(problem); 207 } 208 209 // If we have more than one objective, calculate metrics 210 if (problems[0].ScoreCount == 2) { 211 if (ShowStatus) 212 Console.WriteLine("Performing 2-objective post-calculations."); 213 throw new NotImplementedException(); 214 } else { 215 if (ShowStatus) 216 Console.WriteLine("\tPerforming 1-objective post-calculations."); 217 218 // Only one objective value, so just calculate best, average and worst score 219 for (int counterRuns = 0; counterRuns < numberOfRuns; counterRuns++) { 220 averageScoreVns += problems[counterRuns].VNS.DominantTours[0].Scores[0]; 221 222 if (problems[counterRuns].VNS.DominantTours[0].Scores[0] > bestScoreVns) { 223 bestScoreVns = problems[counterRuns].VNS.DominantTours[0].Scores[0]; 224 timeOfBestScoreVns = problems[counterRuns].VNS.DominantTours[0].TimeOfAdding; 225 } 226 if ((counterRuns == 0) || (problems[counterRuns].VNS.DominantTours[0].Scores[0] < worstScoreVns)) { 227 worstScoreVns = problems[counterRuns].VNS.DominantTours[0].Scores[0]; 228 } 229 } 230 231 // Calculate the average computation times 232 averageScoreVns /= numberOfRuns; 233 234 if (ShowStatus) 235 Console.WriteLine("\tWriting output files."); 236 237 // Write out the CSV results file 238 csvFile.WriteLine("Test instance;Tmax;# runs;iter. VNS;accept frequency;treshold"); 239 csvFile.Write(testInstanceName + ";"); 240 csvFile.Write("{0};", problems[0].Constraints[0].TargetValue); 241 csvFile.Write("{0};", numberOfRuns); 242 csvFile.Write("{0};", numberOfIterations); 243 csvFile.Write("{0};", acceptFrequency); 244 csvFile.Write("{0};", tresholdValue); 245 csvFile.WriteLine(); 246 csvFile.WriteLine(); 247 248 // If we have more than one objective, print out the full detail report 249 if (problems[0].ScoreCount > 1) { 250 throw new NotImplementedException(); 251 } else { 252 // Only one objective, so print out the short report only 253 csvFile.WriteLine("Run;CPU VNS;Score VNS"); 254 for (int counterRuns = 0; counterRuns < numberOfRuns; counterRuns++) { 255 csvFile.Write("{0};", counterRuns + 1); // Number of runs 256 csvFile.Write("{0};", timeDurationVns[counterRuns]); // CPU VNS 257 csvFile.Write("{0};", problems[counterRuns].VNS.DominantTours[0].Scores[0]); // Score VNS 258 //csv_file << convert_locale(time_of_best_score_aco) << ";"; // Runtime until finding best tour ACO 259 //csv_file << convert_locale(time_of_best_score_vns) << ";"; // Runtime until finding best tour VNS 260 csvFile.WriteLine(); 261 } 262 csvFile.WriteLine(); 263 for (int counterRuns = 0; counterRuns < numberOfRuns; counterRuns++) { 264 csvFile.WriteLine("Run;{0}", counterRuns + 1); 265 csvFile.WriteLine(";;Length;Time Of Adding;Score;Path"); 266 csvFile.Write(";;"); 267 268 269 csvFile.WriteLine(); 270 csvFile.WriteLine(); 271 272 csvFile.WriteLine(";Tour VNS"); 273 csvFile.WriteLine(";;Length;Time Of Adding;Score;Path"); 274 csvFile.Write(";;"); 275 csvFile.Write("{0};", problems[counterRuns].VNS.DominantTours[0].Length); 276 csvFile.Write("{0};", problems[counterRuns].VNS.DominantTours[0].TimeOfAdding); 277 csvFile.Write("{0};", problems[counterRuns].VNS.DominantTours[0].Scores[0]); 278 csvFile.Write("{0}", problems[counterRuns].VNS.DominantTours[0].Path[0]); 279 for (int counterPoints = 1; counterPoints < problems[counterRuns].VNS.DominantTours[0].PathSize; counterPoints++) { 280 csvFile.Write("-{0}", problems[counterRuns].VNS.DominantTours[0].Path[counterPoints]); 281 } 282 csvFile.WriteLine(); 283 csvFile.WriteLine(); 284 } 285 // Append the CSV summary file information 286 if (!csvExists) { 287 summaryFile.Write("Test instance;Tmax;# runs;iter. VNS;accept frequency;treshold;"); 288 summaryFile.Write("avg. CPU VNS;max score VNS;avg. score VNS;min score VNS;time of adding best tour VNS"); 289 summaryFile.WriteLine(); 290 } 291 summaryFile.Write("{0};", testInstanceName); 292 summaryFile.Write("{0};", problems[0].Constraints[0].TargetValue); 293 summaryFile.Write("{0};", numberOfRuns); 294 summaryFile.Write("{0};", numberOfIterations); // number of iterations vns 295 summaryFile.Write("{0};", acceptFrequency); // accept frequency 296 summaryFile.Write("{0};", tresholdValue); // treshold value 297 summaryFile.Write("{0};", avgTimeDurationVns); // CPU VNS 298 summaryFile.Write("{0};", bestScoreVns); // Best score VNS 299 summaryFile.Write("{0};", averageScoreVns); // Average score VNS 300 summaryFile.Write("{0};", worstScoreVns); // Worst score VNS 301 summaryFile.Write("{0};", timeOfBestScoreVns); // Time until best score VNS 302 summaryFile.WriteLine(); 303 } 304 305 csvFile.Close(); 306 summaryFile.Close(); 307 } 308 } 309 310 #region Initialization 311 312 private static ErrorCode LoadData(string fileName, ProblemData problem) { 313 StreamReader inputFile; 314 try { 315 // Open the input file 316 inputFile = new StreamReader(new FileStream(fileName, FileMode.OpenOrCreate)); 317 } catch (IOException) { 318 return ErrorCode.ErrorOpenInputFile; 319 } 320 321 // Initialize the Data structure 322 problem.ConstraintCount = 0; 323 problem.PointCount = 0; 324 problem.ScoreCount = 0; 325 problem.StartingPoint = -1; 326 problem.TerminusPoint = -1; 327 problem.MatrixGiven = false; 328 329 ErrorCode error = ErrorCode.ErrorNone; 330 331 int lineNumber = 0; 332 333 // Read the lines from the file 334 while ((!inputFile.EndOfStream) && (error == ErrorCode.ErrorNone)) { 335 string lineBuffer; 336 try { 337 lineBuffer = inputFile.ReadLine(); 338 } catch (IOException) { 339 return ErrorCode.ErrorReadingData; 340 } 341 342 // Remove all whitespace 343 lineBuffer = new string(lineBuffer.ToCharArray().Where(c => !char.IsWhiteSpace(c)).ToArray()); 344 345 // If the line contains data, continue 346 if (lineBuffer.Length > 1) { 347 // If the line contains not only a comment, process it 348 int commentPosition = lineBuffer.IndexOf("//"); 349 if (commentPosition != 0) { 350 // Count the lines that include data 351 lineNumber++; 352 353 // Remove a comment if there is one 354 if (commentPosition > 0) 355 lineBuffer = lineBuffer.Remove(commentPosition); 356 357 // Convert the line to lowercase characters 358 lineBuffer = lineBuffer.ToLower(); 359 360 // Make sure the first data line includes the correct version 361 if (lineNumber == 1) { 362 string versions = VersionRequired; 363 bool versionFound = false; 364 do { 365 if (lineBuffer == versions.Substring(versions.IndexOf(" or ") + 1)) { 366 versionFound = true; 367 break; 368 } 369 versions = versions.Remove(versions.IndexOf(" or ")); 370 } 371 while (versions.IndexOf(" or ") != -1); 372 373 //if (line_buffer != POPT_Version_Required) return ERROR_WRONG_VERSION; 374 } else { 375 // Extract the needed information 376 error = ExtractData(lineBuffer, problem); 377 } 378 } 379 } 380 } 381 382 // Check the data for inconsistencies in the data structure 383 if (error == ErrorCode.ErrorNone) { 384 if (problem.Constraints.Count < problem.ConstraintCount) 385 return ErrorCode.ErrorTooFewConstraints; 386 387 if (problem.Points.Count < problem.PointCount) 388 return ErrorCode.ErrorTooFewPoints; 389 390 if (problem.StartingPoint == -1) 391 return ErrorCode.ErrorMissingStartingPoint; 392 393 if (problem.TerminusPoint == -1) 394 return ErrorCode.ErrorMissingTerminusPoint; 395 396 // Calculate all distances from one point to another 397 // and initialize pheromone values 398 int pointCounter1; 399 int pointCounter2; 400 double maxDistance; 401 if (!problem.MatrixGiven) { 402 maxDistance = 0.0; 403 for (pointCounter1 = (problem.PointCount - 1); pointCounter1 >= 0; --pointCounter1) { 404 // Delete the last generated edgeset 405 var tempEdgeset = new List<EdgeData>(); 406 407 for (pointCounter2 = (problem.PointCount - 1); pointCounter2 >= 0; --pointCounter2) { 408 // Calculate the distances 409 double distanceX = Math.Abs(problem.Points[pointCounter1].PositionX - problem.Points[pointCounter2].PositionX); 410 double distanceY = Math.Abs(problem.Points[pointCounter1].PositionY - problem.Points[pointCounter2].PositionY); 411 var tempEdge = new EdgeData { 412 Distance = Math.Sqrt(Math.Pow(distanceX, 2.0) + Math.Pow(distanceY, 2.0)) 413 }; 414 415 // Remember the longest distance 416 if ((tempEdge.Distance - maxDistance) >= PrecisionUsed) maxDistance = tempEdge.Distance; //(temp_edge.Distance > max_distance) 417 418 // Initialize the edge's pheromone values 419 //temp_edge.Pheromone.assign(Problem.Score_Count, Problem.ACO.Initial_Pheromone_Value); 420 421 // Put the now generated edge to the temporal edge set 422 tempEdgeset.Insert(0, tempEdge); 423 } 424 425 // Put the now generated temporal edge set to the original edge set 426 problem.Edges.Insert(0, tempEdgeset); 427 } 428 } else { 429 maxDistance = 0.0; 430 431 // Find the maximum distance in the problem set 432 for (pointCounter1 = 0; pointCounter1 < problem.PointCount; pointCounter1++) { 433 for (pointCounter2 = 0; pointCounter2 < problem.PointCount; pointCounter2++) { 434 if ((problem.Edges[pointCounter1][pointCounter2].Distance - maxDistance) >= PrecisionUsed) { //(Problem.Edges[point_counter1][point_counter2].Distance > max_distance) 435 maxDistance = problem.Edges[pointCounter1][pointCounter2].Distance; 436 } 437 } 438 } 439 } 440 } 441 442 // Close the input file 443 inputFile.Close(); 444 445 // Return with no error 446 return error; 447 } 448 449 private static ErrorCode ExtractData(string inputString, ProblemData problem) { 450 string temp; 451 452 switch (inputString[0]) { 453 case 'p': // Point description 454 if (inputString.Length < 8) 455 return ErrorCode.ErrorInvalidDefinitionP; 456 457 // Remove the 'p,' 458 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 459 // Get the position_x 460 string positionX = inputString.Substring(0, inputString.IndexOf(',')); 461 // Remove the position_x 462 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 463 // Get the postion_y 464 string positionY = inputString.Substring(0, inputString.IndexOf(',')); 465 // Remove the position_y to get the scores 466 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 467 468 var tempData = new PointData { 469 PositionX = double.Parse(positionX), 470 PositionY = double.Parse(positionY), 471 Score = new List<int>() 472 }; 473 474 // Extract all score values for this point 475 while (true) { 476 string score; 477 if (inputString.IndexOf(',') != -1) { 478 score = inputString.Substring(0, inputString.IndexOf(',')); 479 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 480 tempData.Score.Add(int.Parse(score)); 481 } else { 482 score = inputString; 483 tempData.Score.Add(int.Parse(score)); 484 break; 485 } 486 } 487 problem.Points.Add(tempData); 488 break; 489 490 case 'd': // Distance information 491 if (inputString.Length < 11) 492 return ErrorCode.ErrorInvalidDefinitionD; 493 494 var tempEdges = new List<EdgeData>(); 495 496 // Remove the 'd,' 497 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 498 499 // Extract all distances for this point 500 while (true) { 501 string distance; 502 if (inputString.IndexOf(',') != -1) { 503 distance = inputString.Substring(0, inputString.IndexOf(',')); 504 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 505 var tempEdge = new EdgeData { 506 Distance = double.Parse(distance) 507 }; 508 tempEdges.Add(tempEdge); 509 } else { 510 distance = inputString; 511 var tempEdge = new EdgeData { 512 Distance = double.Parse(distance) 513 }; 514 tempEdges.Add(tempEdge); 515 break; 516 } 517 } 518 problem.Edges.Add(tempEdges); 519 break; 520 521 case 'n': // Number of points 522 if (inputString.Length < 3) 523 return ErrorCode.ErrorInvalidDefinitionN; 524 525 // Remove the 'n,' 526 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 527 // Extract the number of points 528 problem.PointCount = int.Parse(inputString); 529 break; 530 531 case 'm': // 1 if Distance-Matrix is given 532 if (inputString.Length < 3) 533 return ErrorCode.ErrorInvalidDefinitionM; 534 535 // Remove the 'm,' 536 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 537 // Extract the number of points 538 if (int.Parse(inputString) != 0) problem.MatrixGiven = true; 539 break; 540 541 case 'c': // Number of constraints 542 if (inputString.Length < 3) 543 return ErrorCode.ErrorInvalidDefinitionC; 544 545 // Remove the 'c,' 546 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 547 problem.ConstraintCount = int.Parse(inputString); 548 break; 549 550 case 's': // Number of scores per point 551 if (inputString.Length < 3) 552 return ErrorCode.ErrorInvalidDefinitionS; 553 554 // Remove the 's,' 555 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 556 problem.ScoreCount = int.Parse(inputString); 557 break; 558 559 case 'b': // Index of the starting point 560 if (inputString.Length < 3) 561 return ErrorCode.ErrorInvalidDefinitionB; 562 563 // Remove the 'b,' 564 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 565 problem.StartingPoint = int.Parse(inputString); 566 break; 567 568 case 'e': // Index of the terminus point 569 if (inputString.Length < 3) 570 return ErrorCode.ErrorInvalidDefinitionE; 571 572 // Remove the 'e,' 573 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 574 problem.TerminusPoint = int.Parse(inputString); 575 break; 576 577 case 'u': // Upper bound constraint 578 if (inputString.Length < 5) 579 return ErrorCode.ErrorInvalidDefinitionU; 580 581 // Remove the 'u,' 582 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 583 // Get the target 584 temp = inputString.Substring(0, inputString.IndexOf(',')); 585 // Remove the target to get the target value 586 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 587 588 problem.Constraints.Add(new ConstraintData { 589 Type = Constraint.Upperbound, 590 Target = int.Parse(temp), 591 TargetValue = double.Parse(inputString) 592 }); 593 break; 594 595 case 'l': // Lower bound constraint 596 if (inputString.Length < 5) 597 return ErrorCode.ErrorInvalidDefinitionL; 598 599 // Remove the 'l,' 600 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 601 // Get the target 602 temp = inputString.Substring(0, inputString.IndexOf(',')); 603 // Remove the target to get the target value 604 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 605 606 problem.Constraints.Add(new ConstraintData { 607 Type = Constraint.Lowerbound, 608 Target = int.Parse(temp), 609 TargetValue = double.Parse(inputString) 610 }); 611 break; 612 613 case 'x': // Maximization constraint 614 if (inputString.Length < 5) 615 return ErrorCode.ErrorInvalidDefinitionX; 616 617 // Remove the 'x,' 618 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 619 // Get the target 620 temp = inputString.Substring(0, inputString.IndexOf(',')); 621 // Remove the target to get the target value 622 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 623 624 problem.Constraints.Add(new ConstraintData { 625 Type = Constraint.Maximize, 626 Target = int.Parse(temp), 627 TargetValue = Double.Parse(inputString) 628 }); 629 break; 630 631 case 'i': // Minimization constraint 632 if (inputString.Length < 5) 633 return ErrorCode.ErrorInvalidDefinitionI; 634 635 // Remove the 'i,' 636 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 637 // Get the target 638 temp = inputString.Substring(0, inputString.IndexOf(',')); 639 // Remove the target to get the target value 640 inputString = inputString.Remove(0, inputString.IndexOf(',') + 1); 641 642 problem.Constraints.Add(new ConstraintData { 643 Type = Constraint.Minimize, 644 Target = int.Parse(temp), 645 TargetValue = double.Parse(inputString) 646 }); 647 break; 648 } 649 return ErrorCode.ErrorNone; 650 } 651 652 private static string GetErrorDescription(ErrorCode errorCode) { 653 switch (errorCode) { 654 case ErrorCode.ErrorOpenInputFile: return "The input file could not be opened."; 655 case ErrorCode.ErrorOpenOutputFile: return "The output file could not be opened."; 656 case ErrorCode.ErrorConvertToLower: return "An error occoured at the conversion to lowercase."; 657 case ErrorCode.ErrorRemovingWhitespace: return "An error occoured at the removal of whitespace."; 658 case ErrorCode.ErrorWrongVersion: return ("The input file has the wrong version. Version " + VersionRequired + " is required."); 659 case ErrorCode.ErrorReadingData: return "An error occoured while reading from the input file."; 660 case ErrorCode.ErrorInvalidDefinitionN: return "Check your definition for the number of points."; 661 case ErrorCode.ErrorInvalidDefinitionC: return "Check your definition for the number of constraints."; 662 case ErrorCode.ErrorInvalidDefinitionU: return "Check your definition for upper bound constraints."; 663 case ErrorCode.ErrorInvalidDefinitionL: return "Check your definition for lower bound constraints."; 664 case ErrorCode.ErrorInvalidDefinitionX: return "Check your definition for maximization constraints."; 665 case ErrorCode.ErrorInvalidDefinitionI: return "Check your definition for minimization constraints."; 666 case ErrorCode.ErrorInvalidDefinitionP: return "At least one point definition is missing something."; 667 case ErrorCode.ErrorInvalidDefinitionS: return "Check your definition for the number of scores."; 668 case ErrorCode.ErrorInvalidDefinitionB: return "Check your definition for the starting point."; 669 case ErrorCode.ErrorInvalidDefinitionE: return "Check your definition for the terminus point."; 670 case ErrorCode.ErrorInvalidDefinitionD: return "Check your definition for the distance matrix."; 671 case ErrorCode.ErrorInvalidDefinitionM: return "Check your definition for the distance matrix flag."; 672 case ErrorCode.ErrorMissingStartingPoint: return "The definition of the starting point is missing."; 673 case ErrorCode.ErrorMissingTerminusPoint: return "The definition of the terminus point is missing."; 674 case ErrorCode.ErrorTooFewConstraints: return "There are too few constraints on the list."; 675 case ErrorCode.ErrorTooFewPoints: return "There are too few points on the list."; 676 case ErrorCode.ErrorTooFewScores: return "There are too few scores on the list of at least one point."; 677 case ErrorCode.ErrorTooManyConstraints: return "There are too many constraints on the list."; 678 case ErrorCode.ErrorTooManyPoints: return "There are too many points on the list."; 679 case ErrorCode.ErrorTooManyScores: return "There are too many scores on the list of at least one point."; 680 default: return "Unknown error."; 681 } 682 } 683 684 #endregion 685 686 #region VNS 687 688 private static void RunVns(ProblemData problem, long startTime, long maxRuntime) { 689 long iterationCounter = 0; 690 int neighborhoodMax; 691 long iterationOfLastAcception = 0; 692 long iterationOfLastFinding = 0; 693 var preferences = new List<double>(); 694 bool increasingPreference = false; 695 TourData newSolution; 696 697 // Define the maximum neighborhood distance 698 //neighborhoodMax = 9; 699 700 // Generate an initial solution 701 GenerateGreedyTour(problem); 702 703 // Bring this tour to a local optimum 704 OptimizePath(problem, problem.VNS.InitialTour); 705 706 // Save this tour as at the moment it seems efficient 707 SaveDominantToursVns(problem, problem.VNS.InitialTour, startTime); 708 709 // Create the starting preference for the shaking 710 preferences.Add(1); 711 preferences.Add(0); 712 713 // Perform the VNS 714 while ((DateTime.Now.Ticks - startTime) < maxRuntime) { 715 int neighborhoodCounter = 1; 716 //while ((neighborhoodCounter < neighborhoodMax) && ((DateTime.Now.Ticks - start_time) < max_runtime)) 717 while ((neighborhoodCounter < problem.VNS.InitialTour.PathSize - 2) && ((DateTime.Now.Ticks - startTime) < maxRuntime)) { 718 iterationCounter++; 719 720 // Generate a random tour in the kth neighborhood 721 if ((iterationCounter - iterationOfLastFinding) > 1000) { 722 // Create the next preference vector for shaking 723 if (problem.ScoreCount == 2) { 724 double temp = problem.MTR.NextDouble() / 1000.0; 725 if (increasingPreference) { 726 preferences[0] += temp; 727 if (preferences[0] >= 1.0) { 728 preferences[0] = 1.0; 729 increasingPreference = false; 730 } 731 preferences[1] = 1.0 - preferences[0]; 732 } else { 733 preferences[1] += temp; 734 if (preferences[1] >= 1.0) { 735 preferences[1] = 1.0; 736 increasingPreference = true; 737 } 738 preferences[0] = 1.0 - preferences[1]; 739 } 740 } 741 } 742 743 // Shake forcing one of the scores 744 ShakeTour(problem, neighborhoodCounter, preferences); 745 746 // Bring the tour back to be feasible 747 CleanupTour(problem); 748 749 // Bring this tour to a local optimum 750 OptimizePath(problem, problem.VNS.ActualTour); 751 752 // Save the tour if it is pareto dominant 753 if (SaveDominantToursVns(problem, problem.VNS.ActualTour, startTime)) { 754 // Move to the better solution and return to the nearest neighborhood 755 problem.VNS.InitialTour = new TourData(problem.VNS.ActualTour); 756 iterationOfLastFinding = iterationCounter; 757 neighborhoodCounter = 0; 758 } else if ((iterationCounter - iterationOfLastAcception) >= problem.VNS.AcceptFrequency) { 759 // Sometimes accept a solution that is not more than a given ratio below 760 // any of the dominant solutions found so far 761 bool allow = true; 762 int tourMax = problem.VNS.DominantTours.Count; 763 for (int tourCounter = 0; tourCounter < tourMax; tourCounter++) { 764 for (int scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 765 if ((problem.VNS.DominantTours[tourCounter].Scores[scoreCounter] * problem.VNS.TresholdValue) > problem.VNS.ActualTour.Scores[scoreCounter]) { 766 allow = false; 767 break; 768 } 769 } 770 if (!allow) break; 771 } 772 if (allow) { 773 // Move to the worse solution and return to the nearest neighborhood 774 problem.VNS.InitialTour = new TourData(problem.VNS.ActualTour); 775 iterationOfLastAcception = iterationCounter; 776 neighborhoodCounter = 0; 777 } 778 } 779 780 // Increase the neighborhood to search 781 neighborhoodCounter++; 782 } 783 } 784 //printf("DEBUG: iteration_counter = %d\n", iteration_counter); 785 } 786 787 private static void GenerateGreedyTour(ProblemData problem) { 788 int constraintCounter; 789 double maxDistance = 0.0; 790 var feasiblePoints = new List<FeasiblePointVns>(); 791 792 // Find the maximum tour length 793 for (constraintCounter = 0; constraintCounter < problem.ConstraintCount; constraintCounter++) { 794 if ((problem.Constraints[constraintCounter].Type == Constraint.Upperbound) && (problem.Constraints[constraintCounter].Target == ConstraintTimeDistance)) { 795 maxDistance = problem.Constraints[constraintCounter].TargetValue; 796 break; 797 } 798 } 799 800 int numberFeasiblePoints = 0; 801 // Find all points within the maximum distance allowed (ellipse) 802 for (int pointCounter = 0; pointCounter < problem.PointCount; pointCounter++) { 803 double distance = problem.Edges[problem.StartingPoint][pointCounter].Distance + problem.Edges[pointCounter][problem.TerminusPoint].Distance + problem.FixedPenalty; 804 // DEBUG 805 //printf("Distance = %.9f, max_dist = %.9f\n", distance, max_distance); 806 //if ((distance <= max_distance) && (point_counter != Problem.Starting_Point) && (point_counter != Problem.Terminus_Point)) 807 if (((maxDistance - distance) >= PrecisionUsed) && (pointCounter != problem.StartingPoint) && (pointCounter != problem.TerminusPoint)) { 808 var tempPoint = new FeasiblePointVns { 809 Distance = distance, 810 Index = pointCounter, 811 Scores = new List<int>(problem.Points[pointCounter].Score) 812 }; 813 814 // Insert the point at the corresponding position 815 int sortMax = feasiblePoints.Count; 816 int sortCounter; 817 for (sortCounter = 0; sortCounter < sortMax; sortCounter++) { 818 int totalScoreNew = 0; 819 int totalScoreOld = 0; 820 for (int counterScores = 0; counterScores < problem.ScoreCount; counterScores++) { 821 totalScoreNew += feasiblePoints[sortCounter].Scores[counterScores]; 822 totalScoreOld += tempPoint.Scores[counterScores]; 823 } 824 if (totalScoreNew < totalScoreOld) { 825 feasiblePoints.Insert(sortCounter, tempPoint); 826 numberFeasiblePoints++; 827 distance = -1.0; 828 break; 829 } 830 } 831 832 // If the point was not yet inserted, append it 833 if (distance > 0) { 834 feasiblePoints.Add(tempPoint); 835 numberFeasiblePoints++; 836 } 837 } 838 } 839 840 // Add the starting and terminus point 841 problem.VNS.InitialTour.Path = new List<int> { 842 problem.StartingPoint, 843 problem.TerminusPoint 844 }; 845 problem.VNS.InitialTour.PathSize = 2; 846 problem.VNS.InitialTour.Length = CalcLength(problem, problem.VNS.InitialTour.Path); 847 problem.VNS.InitialTour.Scores = new List<int>(Enumerable.Repeat(0, problem.ScoreCount)); 848 849 // Add points in a greedy way 850 bool insertionPerformed = true; 851 while (insertionPerformed) { 852 insertionPerformed = false; 853 854 for (int pointCounter = 0; pointCounter < feasiblePoints.Count; pointCounter++) { 855 for (int positionCounter = 1; positionCounter < problem.VNS.InitialTour.Path.Count; positionCounter++) { 856 // Create the candidate tour 857 TourData tempTour = new TourData(problem.VNS.InitialTour); 858 tempTour.Path.Insert(positionCounter, feasiblePoints[pointCounter].Index); 859 tempTour.Length = CalcLength(problem, tempTour.Path); 860 861 // If the insertion would be feasible, perform it 862 if ((maxDistance - tempTour.Length) >= PrecisionUsed) {//(Temp_Tour.Length <= max_distance) 863 problem.VNS.InitialTour.Length = tempTour.Length; 864 problem.VNS.InitialTour.Path = new List<int>(tempTour.Path); 865 problem.VNS.InitialTour.PathSize++; 866 for (int scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 867 problem.VNS.InitialTour.Scores[scoreCounter] += feasiblePoints[pointCounter].Scores[scoreCounter]; 868 } 869 feasiblePoints.RemoveAt(pointCounter); 870 insertionPerformed = true; 871 break; 872 } 873 } 874 if (insertionPerformed) break; 875 } 876 } 877 } 878 879 private static void ShakeTour(ProblemData problem, int maxNeighborhood, List<double> preferences) { 880 var visitablePoints = new List<int>(); 881 882 // Limit the neighborhood to the tour length 883 int limit = problem.VNS.InitialTour.PathSize - 3; 884 int neighborhood = problem.MTR.Next((limit > maxNeighborhood) ? maxNeighborhood : limit) + 1; 885 886 // Determine the maximum travelling distance 887 double maxDistance = problem.Constraints[0].TargetValue; 888 889 // Elect the starting index of the part to be replaced 890 int tourSize = problem.VNS.InitialTour.PathSize; 891 int randomPosition = problem.MTR.Next(tourSize - neighborhood - 2) + 1; 892 893 // Initialize the new tour 894 problem.VNS.ActualTour = new TourData { 895 Length = 0.0, 896 Path = new List<int> { problem.StartingPoint }, 897 PathSize = 1, 898 Scores = new List<int>(Enumerable.Repeat(0, problem.ScoreCount)) 899 }; 900 901 // Find all points that are not yet included in the tour and are 902 // within the maximum distance allowed (ellipse) and sort them with 903 // regard to their utility 904 visitablePoints.Clear(); 905 int numberVisitablePoints = 0; 906 int pathSize = problem.VNS.ActualTour.PathSize; 907 for (int pointCounter = 0; pointCounter < problem.PointCount; pointCounter++) { 908 // Calculate the distance when going from the starting 909 // point to this point and then to the end point 910 double distance = problem.Edges[problem.StartingPoint][pointCounter].Distance + problem.Edges[pointCounter][problem.TerminusPoint].Distance + problem.FixedPenalty; 911 912 // If this distance is feasible and the point is 913 // neither starting nor ending point, check the point 914 if (((maxDistance - distance) >= PrecisionUsed) && (pointCounter != problem.StartingPoint) && (pointCounter != problem.TerminusPoint)) { 915 bool alreadyVisited = false; 916 int tourPointCounter; 917 for (tourPointCounter = 0; tourPointCounter < tourSize; tourPointCounter++) { 918 // Check if the point is included in the initial tour 919 if (pointCounter == problem.VNS.InitialTour.Path[tourPointCounter]) { 920 alreadyVisited = true; 921 break; 922 } 923 } 924 925 // The point was not yet visited, so add it to the candidate list 926 if (!alreadyVisited) { 927 double utilityPoint = 0; 928 bool inserted = false; 929 930 // Calculate the current point's utility 931 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 932 utilityPoint += problem.Points[pointCounter].Score[counterScore] * preferences[counterScore]; 933 } 934 935 // Add the point at the right position according to its utility (increasing) 936 for (int counterPosition = 0; counterPosition < numberVisitablePoints; counterPosition++) { 937 // Calculate the utility of the point at this position 938 double utilityPosition = 0; 939 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 940 utilityPosition += problem.Points[visitablePoints[counterPosition]].Score[counterScore] * preferences[counterScore]; 941 } 942 943 // If the utility of the point is lower, insert it here 944 if (utilityPosition > utilityPoint) { 945 visitablePoints.Insert(counterPosition, pointCounter); 946 inserted = true; 947 break; 948 } 949 } 950 951 // If no bigger utility exists up to now, add the point at the end 952 if (!inserted) { 953 visitablePoints.Add(pointCounter); 954 } 955 numberVisitablePoints++; 956 } 957 } 958 } 959 960 // Perform the insertions according to the utility sorting 961 for (int position = 1; position < tourSize; position++) { 962 int scoreCounter; 963 if ((position < randomPosition) || (position > (randomPosition + neighborhood - 1))) { 964 // Add the waypoints to the new solution 965 problem.VNS.ActualTour.Path.Add(problem.VNS.InitialTour.Path[position]); 966 problem.VNS.ActualTour.PathSize++; 967 problem.VNS.ActualTour.Length = CalcLength(problem, problem.VNS.ActualTour.Path); 968 for (scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 969 problem.VNS.ActualTour.Scores[scoreCounter] += problem.Points[problem.VNS.InitialTour.Path[position]].Score[scoreCounter]; 970 } 971 972 // Delete this point from the candidate list 973 for (int pointCounter = 0; pointCounter < numberVisitablePoints; pointCounter++) { 974 if (problem.VNS.InitialTour.Path[position] == visitablePoints[pointCounter]) { 975 visitablePoints.RemoveAt(pointCounter); 976 numberVisitablePoints--; 977 break; 978 } 979 } 980 } else { 981 if (numberVisitablePoints > 0) { 982 // Add the point with the highest utility from the candidate list 983 int randomFactor = problem.MTR.Next(3); 984 int insertionIndex = numberVisitablePoints - 1; 985 if (numberVisitablePoints > 4) insertionIndex -= randomFactor; 986 problem.VNS.ActualTour.Path.Add(visitablePoints[insertionIndex]); //[number_visitable_points - 1]); 987 problem.VNS.ActualTour.PathSize++; 988 problem.VNS.ActualTour.Length = CalcLength(problem, problem.VNS.ActualTour.Path); 989 for (scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 990 //Problem.VNS.Actual_Tour.Scores[score_counter] += Problem.Points[visitable_points[number_visitable_points - 1]].Score[score_counter]; 991 problem.VNS.ActualTour.Scores[scoreCounter] += problem.Points[visitablePoints[insertionIndex]].Score[scoreCounter]; 992 } 993 //visitable_points.pop_back(); 994 visitablePoints.RemoveAt(insertionIndex); 995 numberVisitablePoints--; 996 } else { 997 // We don't have any points left that could be inserted so we can only re-insert 998 // the removed and not already re-inserted points in a random order 999 for (int reinsertCounter = randomPosition; reinsertCounter < (randomPosition + neighborhood); reinsertCounter++) { 1000 bool alreadyReinserted = false; 1001 for (int checkCounter = 0; checkCounter < problem.VNS.ActualTour.PathSize; checkCounter++) { 1002 if (problem.VNS.InitialTour.Path[reinsertCounter] == problem.VNS.ActualTour.Path[checkCounter]) { 1003 alreadyReinserted = true; 1004 break; 1005 } 1006 } 1007 if (!alreadyReinserted) { 1008 visitablePoints.Add(problem.VNS.InitialTour.Path[reinsertCounter]); 1009 numberVisitablePoints++; 1010 } 1011 } 1012 1013 int randomIndex = problem.MTR.Next(numberVisitablePoints - 1); 1014 problem.VNS.ActualTour.Path.Add(visitablePoints[randomIndex]); 1015 problem.VNS.ActualTour.PathSize++; 1016 problem.VNS.ActualTour.Length = CalcLength(problem, problem.VNS.ActualTour.Path); 1017 for (scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 1018 problem.VNS.ActualTour.Scores[scoreCounter] += problem.Points[visitablePoints[randomIndex]].Score[scoreCounter]; 1019 } 1020 visitablePoints.Clear(); 1021 numberVisitablePoints = 0; 1022 } 1023 } 1024 } 1025 } 1026 1027 private static void CleanupTour(ProblemData problem) { 1028 int tourPointCounter, sortCounter; 1029 var distanceSavingsList = new List<double>(); 1030 var sortedPoints = new List<int>(); 1031 1032 // Find the maximum distance restriction 1033 double maxLength = problem.Constraints[0].TargetValue; 1034 1035 distanceSavingsList.Clear(); 1036 sortedPoints.Clear(); 1037 1038 // Sort the points on the tour according to their average score 1039 int tourPointMax = problem.VNS.ActualTour.PathSize - 1; 1040 for (tourPointCounter = 1; tourPointCounter < tourPointMax; tourPointCounter++) { 1041 var tempPath = new List<int>(); 1042 1043 double distanceSaving = problem.Edges[problem.VNS.ActualTour.Path[tourPointCounter - 1]][problem.VNS.ActualTour.Path[tourPointCounter]].Distance; 1044 distanceSaving += problem.Edges[problem.VNS.ActualTour.Path[tourPointCounter]][problem.VNS.ActualTour.Path[tourPointCounter + 1]].Distance; 1045 distanceSaving -= problem.Edges[problem.VNS.ActualTour.Path[tourPointCounter - 1]][problem.VNS.ActualTour.Path[tourPointCounter + 1]].Distance; 1046 1047 bool inserted = false; 1048 int sortMax = sortedPoints.Count; 1049 for (sortCounter = 0; sortCounter < sortMax; sortCounter++) { 1050 if (distanceSaving > distanceSavingsList[sortCounter]) { 1051 distanceSavingsList.Insert(sortCounter, distanceSaving); 1052 sortedPoints.Insert(sortCounter, tourPointCounter); 1053 inserted = true; 1054 break; 1055 } 1056 } 1057 if (!inserted) { 1058 distanceSavingsList.Add(distanceSaving); 1059 sortedPoints.Add(tourPointCounter); 1060 } 1061 } 1062 1063 // As long as the created path is infeasible, remove elements 1064 while ((problem.VNS.ActualTour.Length - maxLength) >= PrecisionUsed) { //(Problem.VNS.Actual_Tour.Length > max_length) 1065 // Remove the point that frees the largest distance 1066 int scoreCounter; 1067 for (scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 1068 problem.VNS.ActualTour.Scores[scoreCounter] -= problem.Points[problem.VNS.ActualTour.Path[sortedPoints[0]]].Score[scoreCounter]; 1069 } 1070 problem.VNS.ActualTour.Path.RemoveAt(sortedPoints[0]); 1071 problem.VNS.ActualTour.PathSize--; 1072 problem.VNS.ActualTour.Length = CalcLength(problem, problem.VNS.ActualTour.Path); 1073 int sortMax = sortedPoints.Count; 1074 for (sortCounter = 1; sortCounter < sortMax; sortCounter++) { 1075 if (sortedPoints[sortCounter] > sortedPoints[0]) { 1076 sortedPoints[sortCounter]--; 1077 } 1078 } 1079 sortedPoints.RemoveAt(0); 1080 distanceSavingsList.RemoveAt(0); 1081 } 1082 } 1083 1084 private static bool SaveDominantToursVns(ProblemData problem, TourData tour, long startTime) { 1085 int tourCounter; 1086 1087 bool processed = false; 1088 int tourCounterMax = problem.VNS.DominantTours.Count - 1; 1089 1090 for (tourCounter = tourCounterMax; tourCounter >= 0; --tourCounter) { 1091 bool scoreGt = false; 1092 bool scoreLt = false; 1093 int scoreCounter = 0; 1094 for (scoreCounter = (problem.ScoreCount - 1); scoreCounter >= 0; --scoreCounter) { 1095 if (tour.Scores[scoreCounter] > problem.VNS.DominantTours[tourCounter].Scores[scoreCounter]) { 1096 scoreGt = true; 1097 } else if (tour.Scores[scoreCounter] < problem.VNS.DominantTours[tourCounter].Scores[scoreCounter]) { 1098 scoreLt = true; 1099 } 1100 } 1101 1102 // If this tour equals an already existing one, skip it 1103 if (tour.Path == problem.VNS.DominantTours[tourCounter].Path) { 1104 processed = true; 1105 break; 1106 } 1107 1108 // If the tour is dominated by an existing, skip it 1109 if (scoreLt && !scoreGt) { 1110 processed = true; 1111 break; 1112 } 1113 1114 // If the tour dominates an existing one, eliminate the existing one 1115 if (!scoreLt && scoreGt) { 1116 problem.VNS.DominantTours.RemoveRange(tourCounter, 1); 1117 tourCounterMax--; 1118 } 1119 } 1120 if (!processed) { 1121 // The tour either dominates an existing one or is just not dominated 1122 // by an existing tour, so we assume it to be dominant 1123 tour.TimeOfAdding = CalculateDifference(startTime, DateTime.Now.Ticks); 1124 problem.VNS.DominantTours.Add(tour); 1125 return true; 1126 } else { 1127 return false; 1128 } 1129 } 1130 1131 #endregion 1132 1133 #region Optimization 1134 1135 private static void ShortenPath(ProblemData problem, TourData tour) { 1136 bool optimizationDone = true; 1137 int pathSize = tour.PathSize; 1138 int maxBlockLength = (pathSize > 31) ? 30 : (pathSize - 2); 1139 1140 // DEBUG 1141 //printf("Shorten:"); 1142 1143 // Perform a 2-opt 1144 while (optimizationDone) { 1145 optimizationDone = false; 1146 1147 int blockLength; 1148 for (blockLength = 2; blockLength < maxBlockLength; blockLength++) { //(path_size - 1); ++block_length) 1149 // If an optimization has been done, start from the beginning 1150 if (optimizationDone) break; 1151 1152 // DEBUG 1153 //printf("\tBlock length = %d, Max block length = %d.\n", block_length, max_block_length); 1154 1155 int position; 1156 for (position = 1; position < (pathSize - blockLength); position++) { 1157 // If an optimization has been done, start from the beginning 1158 if (optimizationDone) break; 1159 1160 // DEBUG 1161 //printf("\t\tPosition = %d, Path size = %d.\n", position, path_size); 1162 1163 double newLength = tour.Length; 1164 for (int counterLength = (position - 1); counterLength < (position + blockLength); counterLength++) { 1165 newLength -= problem.Edges[tour.Path[counterLength]][tour.Path[counterLength + 1]].Distance; 1166 } 1167 for (int counterLength = (position + blockLength - 1); counterLength > (position); counterLength--) { 1168 newLength += problem.Edges[tour.Path[counterLength]][tour.Path[counterLength - 1]].Distance; 1169 } 1170 newLength += problem.Edges[tour.Path[position - 1]][tour.Path[position + blockLength - 1]].Distance; 1171 newLength += problem.Edges[tour.Path[position]][tour.Path[position + blockLength]].Distance; 1172 1173 1174 if (newLength <= (tour.Length - 0.00001)) { // Avoid cycling caused by precision 1175 var parthPath = tour.Path.GetRange(position, blockLength); 1176 1177 tour.Path.RemoveRange(position, blockLength); 1178 tour.Path.InsertRange(position, parthPath.AsEnumerable().Reverse()); 1179 1180 tour.Length = CalcLength(problem, tour.Path); 1181 1182 // Re-run the optimization 1183 optimizationDone = true; 1184 } 1185 } 1186 } 1187 } 1188 // DEBUG 1189 //printf("Shorten done.\n"); 1190 } 1191 1192 private static void OptimizePath(ProblemData problem, TourData tour, int optimizationPreference = -1) { 1193 bool optimizationDone = true; 1194 int acceptNonParetoExchange = 0; 1195 bool isFeasible = true; 1196 var visitablePoints = new List<int>(); 1197 1198 // Find the maximum distance restriction 1199 double maxLength = problem.Constraints[0].TargetValue; 1200 1201 // Check if the tour can be improved by adding or replacing points 1202 while (optimizationDone) { 1203 optimizationDone = false; 1204 1205 // Try to shorten the path 1206 ShortenPath(problem, tour); 1207 1208 // Determine the number of points visited so far 1209 int tourSize = tour.PathSize; //, constraint_counter; 1210 1211 // Determine all points that have not yet been visited by this tour 1212 visitablePoints.Clear(); 1213 int numberVisitablePoints = 0; //, constraint_counter; 1214 int tourPointCounter; //, constraint_counter; 1215 int pointCounter; //, constraint_counter; 1216 for (pointCounter = 0; pointCounter < problem.PointCount; pointCounter++) { 1217 bool alreadyVisited = false; 1218 for (tourPointCounter = 0; tourPointCounter < tourSize; tourPointCounter++) { 1219 if (pointCounter == tour.Path[tourPointCounter]) { 1220 alreadyVisited = true; 1221 break; 1222 } 1223 } 1224 if (!alreadyVisited) { 1225 visitablePoints.Add(pointCounter); 1226 numberVisitablePoints++; 1227 } 1228 } 1229 1230 // Determine if any of the visitable points can be included at any 1231 // position within the tour 1232 int scoreCounter; //, constraint_counter; 1233 for (tourPointCounter = 1; tourPointCounter < tourSize; tourPointCounter++) { 1234 // If an optimization has been done, start from the beginning 1235 if (optimizationDone) break; 1236 1237 for (pointCounter = 0; pointCounter < numberVisitablePoints; pointCounter++) { 1238 // If an optimization has been done, start from the beginning 1239 if (optimizationDone) break; 1240 1241 double newLength = tour.Length; 1242 newLength -= problem.Edges[tour.Path[tourPointCounter - 1]][tour.Path[tourPointCounter]].Distance; 1243 newLength += problem.Edges[tour.Path[tourPointCounter - 1]][visitablePoints[pointCounter]].Distance; 1244 newLength += problem.Edges[visitablePoints[pointCounter]][tour.Path[tourPointCounter]].Distance; 1245 newLength += problem.FixedPenalty; 1246 1247 // Determine if including the point does not violate any constraint 1248 if (newLength <= maxLength) { 1249 // We do not need to check if the point increases the score - it can only increase! 1250 1251 // Update the scores achieved by visiting this point 1252 for (scoreCounter = (problem.ScoreCount - 1); scoreCounter >= 0; --scoreCounter) { 1253 tour.Scores[scoreCounter] += problem.Points[visitablePoints[pointCounter]].Score[scoreCounter]; 1254 } 1255 1256 // Insert the new point at this position 1257 tour.Path.Insert(tourPointCounter, visitablePoints[pointCounter]); 1258 tour.PathSize++; 1259 1260 // Update the overall tour length 1261 tour.Length = CalcLength(problem, tour.Path); 1262 1263 // Re-run this optimization 1264 optimizationDone = true; 1265 } 1266 } 1267 } 1268 1269 // Determine if any of the visitable points can take the place of an 1270 // already visited point in the tour to improve the scores 1271 for (tourPointCounter = 1; tourPointCounter < (tourSize - 1); tourPointCounter++) { 1272 // If an optimization has been done, start from the beginning 1273 if (optimizationDone) break; 1274 1275 for (pointCounter = 0; pointCounter < numberVisitablePoints; pointCounter++) { 1276 // If an optimization has been done, start from the beginning 1277 if (optimizationDone) break; 1278 1279 double newLength = tour.Length; 1280 newLength -= problem.Edges[tour.Path[tourPointCounter - 1]][tour.Path[tourPointCounter]].Distance; 1281 newLength -= problem.Edges[tour.Path[tourPointCounter]][tour.Path[tourPointCounter + 1]].Distance; 1282 newLength += problem.Edges[tour.Path[tourPointCounter - 1]][visitablePoints[pointCounter]].Distance; 1283 newLength += problem.Edges[visitablePoints[pointCounter]][tour.Path[tourPointCounter + 1]].Distance; 1284 1285 if (newLength <= maxLength) { 1286 // Check if the point dominated the one it would replace 1287 bool scoreGt = false; 1288 bool scoreLt = false; 1289 if (optimizationPreference == -1) { 1290 for (scoreCounter = (problem.ScoreCount - 1); scoreCounter >= 0; --scoreCounter) { 1291 if (problem.Points[visitablePoints[pointCounter]].Score[scoreCounter] > problem.Points[tour.Path[tourPointCounter]].Score[scoreCounter]) 1292 scoreGt = true; 1293 else if (problem.Points[visitablePoints[pointCounter]].Score[scoreCounter] < problem.Points[tour.Path[tourPointCounter]].Score[scoreCounter]) 1294 scoreLt = true; 1295 } 1296 } else { 1297 if (problem.Points[visitablePoints[pointCounter]].Score[optimizationPreference] > problem.Points[tour.Path[tourPointCounter]].Score[optimizationPreference]) 1298 scoreGt = true; 1299 else if (problem.Points[visitablePoints[pointCounter]].Score[optimizationPreference] < problem.Points[tour.Path[tourPointCounter]].Score[optimizationPreference]) 1300 scoreLt = true; 1301 } 1302 1303 if (!scoreLt && scoreGt) { 1304 // Update the overall tour length 1305 // Tour.Length = new_length; 1306 // Update the scores achieved by visiting this point 1307 for (scoreCounter = (problem.ScoreCount - 1); scoreCounter >= 0; --scoreCounter) { 1308 tour.Scores[scoreCounter] -= problem.Points[tour.Path[tourPointCounter]].Score[scoreCounter]; 1309 tour.Scores[scoreCounter] += problem.Points[visitablePoints[pointCounter]].Score[scoreCounter]; 1310 } 1311 1312 // Replace the old point by the new one 1313 tour.Path.RemoveAt(tourPointCounter); 1314 tour.Path.Insert(tourPointCounter, visitablePoints[pointCounter]); 1315 1316 // Update the overall tour length 1317 tour.Length = CalcLength(problem, tour.Path); 1318 1319 // Re-run this optimization 1320 optimizationDone = true; 1321 } 1322 1323 // If no dominant exchange could be performed, accept a non dominant exchange 1324 if (scoreGt && (acceptNonParetoExchange > 0) && (acceptNonParetoExchange < 6) && (optimizationPreference == -1)) { 1325 // Update the overall tour length 1326 //Tour.Length = new_length; 1327 1328 // Update the scores achieved by visiting this point 1329 for (scoreCounter = (problem.ScoreCount - 1); scoreCounter >= 0; --scoreCounter) { 1330 tour.Scores[scoreCounter] -= problem.Points[tour.Path[tourPointCounter]].Score[scoreCounter]; 1331 tour.Scores[scoreCounter] += problem.Points[visitablePoints[pointCounter]].Score[scoreCounter]; 1332 } 1333 1334 // Replace the old point by the new one 1335 tour.Path.RemoveAt(tourPointCounter); 1336 tour.Path.Insert(tourPointCounter, visitablePoints[pointCounter]); 1337 1338 // Update the overall tour length 1339 tour.Length = CalcLength(problem, tour.Path); 1340 1341 // Re-run this optimization 1342 optimizationDone = true; 1343 } 1344 } 1345 } 1346 } 1347 1348 if (!optimizationDone && (acceptNonParetoExchange == 0)) { 1349 // If no optimization has been done, accept non dominant exchanges 1350 // Non dominant exchanges will only be accepted 5 times to prevent infinite loops 1351 optimizationDone = true; 1352 acceptNonParetoExchange++; 1353 } else if (optimizationDone && (acceptNonParetoExchange > 0)) { 1354 // If an optimization has been done, do not accept non dominant exchange 1355 acceptNonParetoExchange++; 1356 } 1357 } 1358 } 1359 1360 private static double CalcLength(ProblemData problem, List<int> path) { 1361 double length = 0.0; 1362 1363 for (int pointCounter = 1; pointCounter < path.Count; pointCounter++) { 1364 length += problem.Edges[path[pointCounter - 1]][path[pointCounter]].Distance; 1365 } 1366 // Add the fixed penalty for every vertex except for the starting and ending vertex 1367 if (path.Count > 1) { 1368 if (path[path.Count - 1] == problem.TerminusPoint) length += ((path.Count() - 2.0) * problem.FixedPenalty); 1369 else length += ((path.Count - 1.0) * problem.FixedPenalty); 1370 } 1371 1372 return length; 1373 } 1374 1375 #endregion 1376 1377 #region Path Relinking 1378 1379 private static int PathRelinking(ProblemData problem, List<TourData> tours, long startTime) { 1380 int numberOfToursFound = 0; 1381 1382 // Sort the tours with regard to their scores 1383 SortTours(tours); 1384 1385 for (int counterGuidingTour = 1; counterGuidingTour < tours.Count; counterGuidingTour++) { 1386 TourData currentTour = tours[counterGuidingTour - 1]; 1387 TourData guidingTour = tours[counterGuidingTour]; 1388 numberOfToursFound += PathRelinkingStep(0, problem, tours, currentTour, guidingTour, startTime); 1389 } 1390 1391 return numberOfToursFound; 1392 } 1393 1394 private static void SortTours(List<TourData> tours) { 1395 int numberTours = tours.Count; 1396 1397 // Sort the tours with regard to their scores 1398 for (int counterTours = (numberTours - 1); counterTours >= 0; counterTours--) { 1399 for (int counterSearch = 1; counterSearch <= counterTours; counterSearch++) { 1400 if (tours[counterSearch].Scores[0] < tours[counterSearch - 1].Scores[0]) { 1401 tours.Insert(counterSearch - 1, tours[counterSearch]); 1402 tours.RemoveAt(counterSearch + 1); 1403 } 1404 } 1405 } 1406 } 1407 1408 private static int PathRelinkingStep(int level, ProblemData problem, List<TourData> tours, TourData currentTour, TourData guidingTour, long startTime) { 1409 int numberOfToursFound = 0; 1410 List<int> nodesToRemove = new List<int>(); 1411 List<int> nodesToInsert = new List<int>(); 1412 int numberOfNodesToRemove = FindNodesToRemove(currentTour, guidingTour, nodesToRemove); 1413 int numberOfNodesToInsert = FindNodesToInsert(currentTour, guidingTour, nodesToInsert); 1414 1415 // If no other transformations are possible without reaching the guiding solution, return 1416 if ((numberOfNodesToRemove <= 1) && (numberOfNodesToInsert <= 1)) { 1417 return 0; 1418 } 1419 1420 if (numberOfNodesToRemove != 0 && numberOfNodesToInsert != 0) { 1421 // If too many combinations can be performed on this layer, draw one randomly 1422 if ((numberOfNodesToRemove * numberOfNodesToInsert) < 16) { 1423 // Nodes for removing and inserting are available 1424 for (int counterRemove = 0; counterRemove < numberOfNodesToRemove; counterRemove++) { 1425 for (int counterInsert = 0; counterInsert < numberOfNodesToInsert; counterInsert++) { 1426 // Make a working copy of the current tour 1427 TourData candidateTour = new TourData(currentTour); 1428 1429 // Perform the transformation step 1430 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 1431 candidateTour.Scores[counterScore] -= problem.Points[candidateTour.Path[nodesToRemove[counterRemove]]].Score[counterScore]; 1432 candidateTour.Scores[counterScore] += problem.Points[guidingTour.Path[nodesToInsert[counterInsert]]].Score[counterScore]; 1433 } 1434 candidateTour.Path.RemoveAt(nodesToRemove[counterRemove]); 1435 candidateTour.Path.Insert(nodesToRemove[counterRemove], guidingTour.Path[nodesToInsert[counterInsert]]); 1436 candidateTour.Length = CalcLength(problem, candidateTour.Path); 1437 1438 // Locally optimize the modified tour 1439 TourData tempTour = new TourData(candidateTour); 1440 OptimizePath(problem, tempTour); 1441 1442 // If the tour is efficient, save it and increase the number of tours found 1443 if (SaveCandidateTour(problem, tours, tempTour, startTime)) numberOfToursFound++; 1444 1445 // Recursively perform all remaining steps after this one 1446 if ((numberOfNodesToRemove > 1) || (numberOfNodesToInsert > 1)) { 1447 numberOfToursFound += PathRelinkingStep((level + 1), problem, tours, candidateTour, guidingTour, startTime); 1448 } 1449 } 1450 } 1451 } else { 1452 // Draw one combination randomly 1453 int nodeToRemove = problem.MTR.Next(numberOfNodesToRemove - 1); 1454 int nodeToInsert = problem.MTR.Next(numberOfNodesToInsert - 1); 1455 1456 // Make a working copy of the current tour 1457 TourData candidateTour = currentTour; 1458 1459 // Perform the transformation step 1460 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 1461 candidateTour.Scores[counterScore] -= problem.Points[candidateTour.Path[nodesToRemove[nodeToRemove]]].Score[counterScore]; 1462 candidateTour.Scores[counterScore] += problem.Points[guidingTour.Path[nodesToInsert[nodeToInsert]]].Score[counterScore]; 1463 } 1464 candidateTour.Path.RemoveAt(nodesToRemove[nodeToRemove]); 1465 candidateTour.Path.Insert(nodesToRemove[nodeToRemove], guidingTour.Path[nodesToInsert[nodeToInsert]]); 1466 candidateTour.Length = CalcLength(problem, candidateTour.Path); 1467 1468 // Locally optimize the modified tour 1469 TourData tempTour = new TourData(candidateTour); 1470 OptimizePath(problem, tempTour); 1471 1472 // If the tour is efficient, save it and increase the number of tours found 1473 if (SaveCandidateTour(problem, tours, tempTour, startTime)) numberOfToursFound++; 1474 1475 // Recursively perform all remaining steps after this one 1476 if ((numberOfNodesToRemove > 1) || (numberOfNodesToInsert > 1)) { 1477 numberOfToursFound += PathRelinkingStep((level + 1), problem, tours, candidateTour, guidingTour, startTime); 1478 } 1479 } 1480 } else if (numberOfNodesToRemove != 0) { 1481 // Only removing nodes is possible 1482 for (int counter_remove = 0; counter_remove < numberOfNodesToRemove; counter_remove++) { 1483 // Make a working copy of the current tour 1484 TourData candidateTour = new TourData(currentTour); 1485 1486 // Perform the transformation step 1487 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 1488 candidateTour.Scores[counterScore] -= problem.Points[candidateTour.Path[nodesToRemove[counter_remove]]].Score[counterScore]; 1489 } 1490 candidateTour.Path.RemoveAt(nodesToRemove[counter_remove]); 1491 candidateTour.PathSize--; 1492 candidateTour.Length = CalcLength(problem, currentTour.Path); 1493 1494 // Locally optimize the modified tour 1495 TourData tempTour = new TourData(candidateTour); 1496 OptimizePath(problem, tempTour); 1497 1498 // If the tour is efficient, save it and increase the number of tours found 1499 if (SaveCandidateTour(problem, tours, tempTour, startTime)) numberOfToursFound++; 1500 } 1501 } else if (numberOfNodesToInsert != 0) { 1502 // Only inserting nodes is possible 1503 for (int counterInsert = 0; counterInsert < numberOfNodesToInsert; counterInsert++) { 1504 // Make a working copy of the current tour 1505 TourData candidateTour = new TourData(currentTour); 1506 1507 // Perform the transformation step 1508 for (int counterScore = 0; counterScore < problem.ScoreCount; counterScore++) { 1509 candidateTour.Scores[counterScore] += problem.Points[guidingTour.Path[nodesToInsert[counterInsert]]].Score[counterScore]; 1510 } 1511 candidateTour.Path.Insert((candidateTour.PathSize / 2), guidingTour.Path[nodesToInsert[counterInsert]]); 1512 candidateTour.PathSize++; 1513 candidateTour.Length = CalcLength(problem, candidateTour.Path); 1514 1515 // Locally optimize the modified tour 1516 TourData tempTour = new TourData(candidateTour); 1517 OptimizePath(problem, tempTour); 1518 1519 // If the tour is efficient, save it and increase the number of tours found 1520 if (SaveCandidateTour(problem, tours, tempTour, startTime)) numberOfToursFound++; 1521 } 1522 } 1523 1524 return numberOfToursFound; 1525 } 1526 1527 private static int FindNodesToRemove(TourData currentTour, TourData guidingTour, List<int> nodesToRemove) { 1528 // Find all node to remove from the current tour 1529 for (int counterNodes = 1; counterNodes < currentTour.PathSize; counterNodes++) { 1530 bool nodeFound = false; 1531 for (int counterSearch = 1; counterSearch < guidingTour.PathSize; counterSearch++) { 1532 if (guidingTour.Path[counterSearch] == currentTour.Path[counterNodes]) { 1533 nodeFound = true; 1534 break; 1535 } 1536 } 1537 if (!nodeFound) { 1538 // Remember the position of the node that has to be removed 1539 nodesToRemove.Add(counterNodes); 1540 } 1541 } 1542 return nodesToRemove.Count; 1543 } 1544 1545 private static int FindNodesToInsert(TourData currentTour, TourData guidingTour, List<int> nodesToInsert) { 1546 // Find all node to insert into the current tour 1547 for (int counterNodes = 1; counterNodes < guidingTour.PathSize; counterNodes++) { 1548 bool nodeFound = false; 1549 for (int counterSearch = 1; counterSearch < currentTour.PathSize; counterSearch++) { 1550 if (currentTour.Path[counterSearch] == guidingTour.Path[counterNodes]) { 1551 nodeFound = true; 1552 break; 1553 } 1554 } 1555 if (!nodeFound) { 1556 // Remember the position of the node that has to be removed 1557 nodesToInsert.Add(counterNodes); 1558 } 1559 } 1560 return nodesToInsert.Count; 1561 } 1562 1563 private static bool SaveCandidateTour(ProblemData problem, List<TourData> tours, TourData candidateTour, long startTime) { 1564 bool candidateSaved = false; 1565 1566 if (candidateTour.Length <= problem.Constraints[0].TargetValue) { 1567 bool processed = false; 1568 int tourCounterMax = tours.Count - 1; 1569 for (int tourCounter = tourCounterMax; tourCounter >= 0; --tourCounter) { 1570 bool scoreGt = false; 1571 bool scoreLt = false; 1572 for (int scoreCounter = 0; scoreCounter < problem.ScoreCount; scoreCounter++) { 1573 if (candidateTour.Scores[scoreCounter] > tours[tourCounter].Scores[scoreCounter]) { 1574 scoreGt = true; 1575 } else if (candidateTour.Scores[scoreCounter] < tours[tourCounter].Scores[scoreCounter]) { 1576 scoreLt = true; 1577 } 1578 } 1579 1580 // If this tour equals an already existing one, skip it 1581 if (candidateTour.Path == tours[tourCounter].Path) { 1582 processed = true; 1583 break; 1584 } 1585 1586 // If the tour is dominated by an existing, skip it 1587 if (scoreLt && !scoreGt) { 1588 processed = true; 1589 break; 1590 } 1591 1592 // If the tour yields the same scores as an existing one, skip it 1593 if (!scoreLt && !scoreGt) { 1594 processed = true; 1595 break; 1596 } 1597 1598 // If the tour dominates an existing one, eliminate the existing one 1599 if (!scoreLt && scoreGt) { 1600 tours.RemoveAt(tourCounter); 1601 } 1602 } 1603 if (!processed) { 1604 // The tour is neither dominated by an existing one nor does it 1605 // dominate an existing tour, so we assume it to be dominant 1606 candidateTour.TimeOfAdding = CalculateDifference(startTime, DateTime.Now.Ticks); 1607 tours.Add(candidateTour); 1608 candidateSaved = true; 1609 } 1610 } 1611 return candidateSaved; 1612 } 1613 1614 #endregion 1615 1616 #region Helper 1617 private static TimeSpan CalculateDifference(long startValue, long endValue) { 1618 return TimeSpan.FromTicks(endValue - startValue); 1619 } 1620 1621 #endregion 3 1622 } 1623 1624 #region Data Structures 1625 1626 public class FeasiblePointVns { 1627 public int Index; 1628 public double Distance; 1629 public List<int> Scores; 1630 } 1631 1632 public enum Constraint { 1633 Upperbound = 0, 1634 Lowerbound = 1, 1635 Maximize = 2, 1636 Minimize = 3 1637 } 1638 1639 public class ConstraintData { 1640 public Constraint Type; // 0...upper bound 1641 // 1...lower bound 1642 // 2...maximize 1643 // 3...minimize 1644 public int Target; // Which score is affected by 1645 // this constraint: 1646 // 0...Time/Distance 1647 // #...number of the score 1648 public double TargetValue; // The value that should 1649 // (not) be reached 1650 } 1651 1652 public class PointData { 1653 public double PositionX; // X-Position of the point 1654 public double PositionY; // Y-Position of the point 1655 1656 public List<int> Score; // List of scores for this point 1657 public List<int> Neighbors; // List of all points in the neighborhood 1658 } 1659 1660 public class EdgeData { 1661 public double Distance; // Length of this edge 1662 1663 //vector<double> Pheromone; // List of pheromones deposited 1664 // on this edge 1665 } 1666 1667 public class TourData { 1668 public TourData() { } 1669 public TourData(TourData other) { 1670 Length = other.Length; 1671 PathSize = other.PathSize; 1672 Scores = new List<int>(other.Scores); 1673 Path = new List<int>(other.Path); 1674 TimeOfAdding = other.TimeOfAdding; 1675 } 1676 1677 public double Length; // Length of this tour 1678 public int PathSize; 1679 1680 public List<int> Scores; // Scores achieved by this tour 1681 public List<int> Path; // Indices of the vertices visited by this tour 1682 public TimeSpan TimeOfAdding; // Time at which the solution was added 1683 } 1684 1685 public class VnsData { 1686 public int NumberOfIterations; // Number of iterations to run 1687 public int AcceptFrequency; // How often "bad" solutions will be accepted 1688 public double TresholdValue; // Ratio that allows the system to accept 1689 // Solutions that are not dominant but do 1690 // not differ more than this from the actual 1691 // solution 1692 public TourData InitialTour; // Initially created solution tour 1693 public TourData ActualTour; // Actually created neighborhood tour 1694 1695 public List<TourData> DominantTours; // List containing all dominant tours 1696 } 1697 1698 public class ProblemData { 1699 public int StartingPoint; // Index of the starting point 1700 public int TerminusPoint; // Index of the ending point 1701 public int ConstraintCount; // Number of constraints 1702 public int ScoreCount; // Number of scores in the problem 1703 public int PointCount; // Number of points in the problem 1704 public bool MatrixGiven; // true if the distance matrix is given 1705 1706 public List<ConstraintData> Constraints; // List of constraints 1707 public List<PointData> Points; // List of points 1708 public List<List<EdgeData>> Edges; // List of all edges (First index = origin, second index = target) 1709 1710 public MersenneTwister MTR; // Mersenne Twister PRNG 1711 1712 //ACO_Data ACO; // All data needed by the ACO algorithm 1713 public VnsData VNS; // All data needed by the VNS algorithm 1714 public double FixedPenalty; // User specified penalty for each visited vertex 1715 } 1716 1717 #endregion 4 1718 }
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