Changeset 16652 for branches/2925_AutoDiffForDynamicalModels
- Timestamp:
- 03/06/19 13:14:23 (6 years ago)
- File:
-
- 1 edited
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branches/2925_AutoDiffForDynamicalModels/HeuristicLab.Problems.DynamicalSystemsModelling/3.3/Problem.cs
r16616 r16652 1161 1161 return nodeValues.NodeValue(node); 1162 1162 } else if (node.Symbol is Addition) { 1163 Assert(node.SubtreeCount == 2);1164 1163 var f = InterpretRec(node.GetSubtree(0), nodeValues); 1165 var g = InterpretRec(node.GetSubtree(1), nodeValues); 1166 return f + g; 1164 for (int i = 1; i < node.SubtreeCount; i++) { 1165 f += InterpretRec(node.GetSubtree(i), nodeValues); 1166 } 1167 return f; 1167 1168 } else if (node.Symbol is Multiplication) { 1168 Assert(node.SubtreeCount == 2);1169 1169 var f = InterpretRec(node.GetSubtree(0), nodeValues); 1170 var g = InterpretRec(node.GetSubtree(1), nodeValues); 1171 return f * g; 1170 for (int i = 1; i < node.SubtreeCount; i++) { 1171 f *= InterpretRec(node.GetSubtree(i), nodeValues); 1172 } 1173 return f; 1172 1174 } else if (node.Symbol is Subtraction) { 1173 Assert(node.SubtreeCount <= 2);1174 1175 if (node.SubtreeCount == 1) { 1175 var f = InterpretRec(node.GetSubtree(0), nodeValues); 1176 return -f; 1176 return -InterpretRec(node.GetSubtree(0), nodeValues); 1177 1177 } else { 1178 1178 var f = InterpretRec(node.GetSubtree(0), nodeValues); 1179 var g = InterpretRec(node.GetSubtree(1), nodeValues); 1180 1181 return f - g; 1179 for (int i = 1; i < node.SubtreeCount; i++) { 1180 f -= InterpretRec(node.GetSubtree(i), nodeValues); 1181 } 1182 return f; 1182 1183 } 1183 1184 } else if (node.Symbol is Division) { 1184 Assert(node.SubtreeCount <= 2);1185 1186 1185 if (node.SubtreeCount == 1) { 1187 1186 var f = InterpretRec(node.GetSubtree(0), nodeValues); … … 1194 1193 } else { 1195 1194 var f = InterpretRec(node.GetSubtree(0), nodeValues); 1196 var g = InterpretRec(node.GetSubtree(1), nodeValues); 1197 1198 // protected division 1199 if (g.IsAlmost(0.0)) { 1200 return 0; 1201 } else { 1202 return f / g; 1203 } 1195 for (int i = 1; i < node.SubtreeCount; i++) { 1196 var g = InterpretRec(node.GetSubtree(i), nodeValues); 1197 // protected division 1198 if (g.IsAlmost(0.0)) { 1199 return 0; 1200 } else { 1201 f /= g; 1202 } 1203 } 1204 return f; 1204 1205 } 1205 1206 } else if (node.Symbol is Sine) { … … 1249 1250 dz = Vector.CreateNew(nodeValues.NodeGradient(node)); // original gradient vectors are never changed by evaluation 1250 1251 } else if (node.Symbol is Addition) { 1251 1252 Assert(node.SubtreeCount == 2);1253 1252 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); 1254 InterpretRec(node.GetSubtree(1), nodeValues, out g, out dg); 1255 z = f + g; 1256 dz = df.Add(dg); 1253 for (int i = 1; i < node.SubtreeCount; i++) { 1254 InterpretRec(node.GetSubtree(i), nodeValues, out g, out dg); 1255 f = f + g; 1256 df = df.Add(dg); 1257 } 1258 z = f; 1259 dz = df; 1257 1260 } else if (node.Symbol is Multiplication) { 1258 1259 Assert(node.SubtreeCount == 2);1260 1261 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); 1261 InterpretRec(node.GetSubtree(1), nodeValues, out g, out dg); 1262 z = f * g; 1263 dz = df.Scale(g).Add(dg.Scale(f)); // f'*g + f*g' 1264 1262 for (int i = 1; i < node.SubtreeCount; i++) { 1263 InterpretRec(node.GetSubtree(i), nodeValues, out g, out dg); 1264 f = f * g; 1265 df = df.Scale(g).Add(dg.Scale(f)); // f'*g + f*g' 1266 } 1267 z = f; 1268 dz = df; 1265 1269 } else if (node.Symbol is Subtraction) { 1266 1267 Assert(node.SubtreeCount <= 2);1268 1270 if (node.SubtreeCount == 1) { 1269 1271 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); … … 1272 1274 } else { 1273 1275 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); 1274 InterpretRec(node.GetSubtree(1), nodeValues, out g, out dg); 1275 z = f - g; 1276 dz = df.Subtract(dg); 1277 } 1278 1276 for (int i = 1; i < node.SubtreeCount; i++) { 1277 InterpretRec(node.GetSubtree(i), nodeValues, out g, out dg); 1278 f = f - g; 1279 df = df.Subtract(dg); 1280 } 1281 z = f; 1282 dz = df; 1283 } 1279 1284 } else if (node.Symbol is Division) { 1280 1281 Assert(node.SubtreeCount <= 2);1282 1285 if (node.SubtreeCount == 1) { 1283 1286 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); … … 1288 1291 } else { 1289 1292 z = 1.0 / f; 1290 dz = df.Scale( z * z);1293 dz = df.Scale(-1 * z * z); 1291 1294 } 1292 1295 } else { 1293 1296 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); 1294 InterpretRec(node.GetSubtree(1), nodeValues, out g, out dg); 1295 1296 // protected division 1297 if (g.IsAlmost(0.0)) { 1298 z = 0; 1299 dz = Vector.Zero; 1300 } else { 1301 var inv_g = 1.0 / g; 1302 z = f * inv_g; 1303 1304 dz = dg.Scale(-f * inv_g * inv_g).Add(df.Scale(inv_g)); 1305 } 1306 } 1307 1297 for (int i = 1; i < node.SubtreeCount; i++) { 1298 InterpretRec(node.GetSubtree(i), nodeValues, out g, out dg); 1299 // protected division 1300 if (g.IsAlmost(0.0)) { 1301 z = 0; 1302 dz = Vector.Zero; 1303 return; 1304 } else { 1305 var inv_g = 1.0 / g; 1306 f = f * inv_g; 1307 df = dg.Scale(-f * inv_g * inv_g).Add(df.Scale(inv_g)); 1308 } 1309 } 1310 z = f; 1311 dz = df; 1312 } 1308 1313 } else if (node.Symbol is Sine) { 1309 1310 1314 Assert(node.SubtreeCount == 1); 1311 1315 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); 1312 1316 z = Math.Sin(f); 1313 1317 dz = df.Scale(Math.Cos(f)); 1314 1315 1318 } else if (node.Symbol is Cosine) { 1316 1317 1319 Assert(node.SubtreeCount == 1); 1318 1320 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); … … 1320 1322 dz = df.Scale(-Math.Sin(f)); 1321 1323 } else if (node.Symbol is Square) { 1322 1323 1324 Assert(node.SubtreeCount == 1); 1324 1325 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); … … 1326 1327 dz = df.Scale(2.0 * f); 1327 1328 } else if (node.Symbol is Exponential) { 1328 1329 1329 Assert(node.SubtreeCount == 1); 1330 1330 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df); … … 1332 1332 dz = df.Scale(Math.Exp(f)); 1333 1333 } else if (node.Symbol is Logarithm) { 1334 1335 1334 Assert(node.SubtreeCount == 1); 1336 1335 InterpretRec(node.GetSubtree(0), nodeValues, out f, out df);
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