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wiki:AdditionalMaterial

Version 59 (modified by mkommend, 11 years ago) (diff)

Added GECCO presentation to the additional material page

Additional Material for Publications

This page contains a collection of additional material related to publications of members of the research group HEAL.

In process

IEEE Transactions on Industrial Informatics

A publication to this journal is currently accepted, but still in review.

The described experiments shall be made available as follows. For running the simulation model, MatPower is needed with Matlab (link below). The HeuristicLab file contains the optimization runs as well as results that have been analyzed within this paper.

Simulation Model & Optimization Experiments

Simulation File for Matlab Simulation Model

Matpower Data File 118-Bus Data File

HeuristicLab 3.3 Experiment Files HeuristicLab Experiments Collection

Simulation-based optimization with HeuristicLab

A description of how to provide an evaluation service for AnyLogic simulation models is given here?.

MATPOWER - A MATLAB Power System Simulation Package, retrieved 11.1.2013

Protocol buffers, retrieved 11.1.2013

Matlab Automation Server, retrieved 11.1.2013


2013

GPTP 2013

Genetic Programming Theory and Practice Workshop, 9th to 11th May, 2013, Ann Arbor, USA

Gaining Deeper Insights in Symbolic Regression: Theoretical and Practical Issues (Keynote)

Slides

Tutorial Algorithm and Experiment Design with HeuristicLab

Tutorial slides

Demo experiment and results. exp.hl exp_results.hl

GECCO 2013

Genetic and Evolutionary Computation Conference, July 6th to 10th, 2013, Amsterdam, Netherlands

Effects of Constant Optimization by Nonlinear Least Squares Minimization in Symbolic Regression

Slides

Experiments and Results:
Friedman-2.hl
Keijzer-6.hl
Nguyen-7.hl
Pagie-1.hl
Poly-10.hl
Tower.hl
Vladislavleva-4.hl


2012

ECML-PKDD 2012

European Conference on Machine Learning and Principles and Practice of Knowledge Discovery in Databases (ECML PKDD), September 24th to 28th, 2012, Bristol, UK

HeuristicLab Demo: Knowledge Discovery through Symbolic Regression with HeuristicLab

All material is available at the dedicated demo page http://dev.heuristiclab.com/AdditionalMaterial/ECML-PKDD

GECCO 2012

Genetic and Evolutionary Computation Conference, 7th to 11th July, 2012, Philadelphia, USA

Tutorial Algorithm and Experiment Design with HeuristicLab

Tutorial slides

Demo TSP instance from TSPLIB. ch130.tsp ch130.opt.tour

Demo experiment and results. exp.hl exp_results.hl

Demo dataset for symbolic regression. poly-10.csv

Demo dataset for symbolic classification. mammography.csv

APCast 2012

14th International Asia Pacific Conference on Computer Aided System Theory, 6th to 8th February, 2012, Sydney, Australia

Tutorial Algorithm and Experiment Design with HeuristicLab

Tutorial slides

Demo TSP instance from TSPLIB. ch130.tsp ch130.opt.tour

Demo experiment and results. exp.hl exp_results.hl


2011

13th International Conference on Computer Aided Systems Theory (eurocast)

Tutorial Algorithm and Experiment Design with HeuristicLab

Demo dataset for symbolic regression. polynomial.csv

Demo dataset for symbolic time series modeling. Mackey-Glass-17.txt

GECCO 2011

Tutorial Algorithm and Experiment Design with HeuristicLab

Demo TSP instance from TSPLIB. ch130.tsp ch130.opt.tour

Demo experiment and results. exp.hl exp_results.hl

Demo dataset for symbolic regression. poly-10.csv

Demo dataset for symbolic classification. mammography.csv

evo* 2011

Macro-economic Time Series Modeling and Interaction Networks

Data set of macro economic variables: macroeconomicdata.txt

ICCGI 2011

6th International Multi-Conference on Computing in the Global Information Technology, 19th of June, 2011, Luxemburg

Tutorial Algorithm and Experiment Design with HeuristicLab

Demo dataset for symbolic regression. poly-10.csv

Demo dataset for symbolic classification. mammography.csv

LINDI 2011

3rd IEEE International Symposium on Logistics and Industrial Informatics, August 25-27, 2011 in Budapest, Hungary

Demo dataset for warehouse slotting

Stock keeping units: SKUsLindi.txt

Order profile: OrderProfileLindi.txt

IMMM 2011

1st International Conference on Advances in Information Mining and Management, 23th of October, 2011, Barcelona

System Identification and Data Mining with HeuristicLab

Demo TSP instance from TSPLIB. ch130.tsp ch130.opt.tour

Demo experiment and results. exp.hl exp_results.hl

Demo dataset for symbolic regression. poly-10.csv

Demo dataset for symbolic classification. mammography.csv


2010

22nd European Modeling & Simulation Symposium (EMSS)

Mutation Effects in Genetic Algorithms with Offspring Selection Applied to Combinatorial Optimization Problems

Authors: S. Wagner, M. Affenzeller, A. Beham, G. Kronberger, S.M. Winkler

The HeuristicLab experiments described in the paper can be downloaded here.

Dissertation Kronberger

The following datasets are used in experiments in the thesis.

Artificial benchmark datasets

Friedman-I

friedman-I.csv

This dataset is described in (Friedman, 1991), where it is used to benchmark the multi-variate adaptive regression splines (MARS) algorithm. The signal-to-noise ratio in this dataset is rather low, so it is difficult to rediscover the generating function f(x) especially the terms below the noise level (x4 and x5).

Variables x01,..., x10 are sampled uniformly from the unit hypercube (x~U(0,1)). Epsilon is generated from the standard normal distribution (e~N(0,1)).

Friedman-II

friedman-II.csv

This dataset is also described in (Friedman, 1991). The signal-to-noise ratio in this dataset is larger compared to the Friedman-I function.

Variables x1,..., x5 are sampled uniformly from the unit hypercube (x~U(0,1)).

Breiman-I

breiman-I.csv

This dataset is described in (Breiman et al., 1984), where it is used to benchmark the classification and regression trees (CART) algorithm. The signal-to-noise ratio is rather low and additionally it contains a crisp conditional which makes it rather difficult to rediscover the generating function with a symbolic regression approach.

Epsilon is generated from the normal distribution (e~N(0,2)).

Variables x01,..., x10 are randomly sampled attributes following the probability distributions:

Real-world datasets

Chemical-I

chemical-I.csv

Chemical-II

chemical-II.csv

Financial-I

financial-I.csv

Macro-Economic

macro-economic.csv

Housing

housing.csv

References

Jerome H. Friedman, Multivariate adaptive regression splines, The Annals of Statistics, 19(1):1-141, 1991.
Leo Breiman, Jerome H. Friedman, Charles J. Stone and R. A. Olson, Classification and Regression Trees, Chapman and Hall, 1984

Attachments (4)

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