Landscape analysis of gaussian process surrogates for the covariance matrix adaptation evolution strategy

Author:

Pitra Zbyněk1,Repický Jakub2,Holeňa Martin3

Affiliation:

1. Czech Technical University, Prague, Czech Republic

2. Charles University, Prague, Czech Rep.

3. Institute of Computer Science, Prague, Czech Republic

Funder

ðeské Vysoké Uðení Technické v Praze

Grantová Agentura ðeské Republiky

Publisher

ACM

Reference34 articles.

1. A Restart CMA Evolution Strategy With Increasing Population Size

2. A. Auger M. Schoenauer and N. Vanhaecke. 2004. LS-CMA-ES: A Second-Order Algorithm for Covariance Matrix Adaptation. In Parallel Problem Solving from Nature - PPSN VIII. 182--191. A. Auger M. Schoenauer and N. Vanhaecke. 2004. LS-CMA-ES: A Second-Order Algorithm for Covariance Matrix Adaptation. In Parallel Problem Solving from Nature - PPSN VIII. 182--191.

3. M. Baerns and M. Holeňa. 2009. Combinatorial Development of Solid Catalytic Materials. Design of High-Throughput Experiments Data Analysis Data Mining. M. Baerns and M. Holeňa. 2009. Combinatorial Development of Solid Catalytic Materials. Design of High-Throughput Experiments Data Analysis Data Mining.

4. L. Bajer Z. Pitra J. Repický and M. Holeňa. 0. Gaussian Process Surrogate Models for the CMA Evolution Strategy. Evolutionary Computation 0 ja (0) 1--30. PMID: 30540493. L. Bajer Z. Pitra J. Repický and M. Holeňa. 0. Gaussian Process Surrogate Models for the CMA Evolution Strategy. Evolutionary Computation 0 ja (0) 1--30. PMID: 30540493.

5. N. Belkhir J. Dréo P. Savéant and M. Schoenauer. 2016. Surrogate Assisted Feature Computation for Continuous Problems. In Learning and Intelligent Optimization. Springer International Publishing Cham 17--31. N. Belkhir J. Dréo P. Savéant and M. Schoenauer. 2016. Surrogate Assisted Feature Computation for Continuous Problems. In Learning and Intelligent Optimization. Springer International Publishing Cham 17--31.

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