@techreport{TLSYW2009BFFTCSSACOLSGO,
  author      = {Ke Tang and Xiaodong Li and Ponnuthurai N. Suganthan and
                 Zhenyu Yang and Thomas Weise},
  title       = {Benchmark Functions for the CEC'2010 Special Session and Competition on
                 Large-Scale Global Optimization},
  year        = {2009},
  month       =  nov # {~21},
  address     = {Electric Building No. 2, Room 504, West Campus, Huangshan Road, Hefei
                 230027, Anhui, China},
  institution = {Nature Inspired Computation and Applications Laboratory (NICAL), School
                 of Computer Science and Technology, University of Science and Technology
                 of China (USTC)},
  note        = {The work is online available at
                 http://www.it-weise.de/documents/index.html\#TLSYW2009BFFTCSSACOLSGO.\\
                 The technical report can be downloaded at
                 http://www.it-weise.de/documents/files/TLSYW2009BFFTCSSACOLSGO.pdf.\\
                 The website/benchmark suite can be downloaded at
                 http://www.it-weise.de/documents/files/TLSYW2009BFFTCSSACOLSGO.zip.\\
                 The presentation of results can be downloaded at
                 http://www.it-weise.de/documents/files/TLSYW2009BFFTCSSACOLSGO\_slides.pdf.\\
                 Contact Thomas Weise at tweise@gmx.de or http://www.it-weise.de/.},
  abstract    = {The benchmark function suite and challenge definition for the CEC'2010
                 Special Session and Competition on Large-Scale Global Optimization.},
  contents    = {1 Introduction\\
                 2 Basic Functions\\
                 2.1 The Sphere Function\\
                 2.2 The Rotated Elliptic Function\\
                 2.3 The Rotated Rastrigin's Function\\
                 2.4 The Rotated Ackley's Function\\
                 2.5 Schwefel's Problem 1.2\\
                 2.6 Rosenbrock's Function\\
                 3 Definitions of the Benchmark Functions\\
                 3.1 Separable Functions\\
                 3.1.1 F1: Shifted Elliptic Function\\
                 3.1.2 F2: Shifted Rastrigin’s Function\\
                 3.1.3 F3: Shifted Ackley’s Function\\
                 3.2 Single-group m-nonseparable Functions\\
                 3.2.1 F4: Single-group Shifted and m-rotated Elliptic Function\\
                 3.2.2 F5: Single-group Shifted and m-rotated Rastrigin’s Function\\
                 3.2.3 F6: Single-group Shifted and m-rotated Ackley’s Function\\
                 3.2.4 F7: Single-group Shifted m-dimensional Schwefel’s Problem 1.2\\
                 3.2.5 F8: Single-group Shifted m-dimensional Rosenbrock’s Function\\
                 3.3 D/2m-group m-nonseparable Functions\\
                 3.3.1 F9: D/2m-group Shifted and m-rotated Elliptic Function\\
                 3.3.2 F10: D/2m-group Shifted and m-rotated Rastrigin’s Function\\
                 3.3.3 F11: D/2m-group Shifted and m-rotated Ackley’s Function\\
                 3.3.4 F12: D/2m-group Shifted m-dimensional Schwefel’s Problem 1.2\\
                 3.3.5 F13: D/2m-group Shifted m-dimensional Rosenbrock’s Function\\
                 3.4 D/m-group m-nonseparable Functions\\
                 3.4.1 F14: D/m-group Shifted and m-rotated Elliptic Function\\
                 3.4.2 F15: D/m-group Shifted and m-rotated Rastrigin’s Function\\
                 3.4.3 F16: D/m-group Shifted and m-rotated Ackley’s Function\\
                 3.4.4 F17: D/m-group Shifted m-dimensional Schwefel’s Problem 1.2\\
                 3.4.5 F18: D/m-group Shifted m-dimensional Rosenbrock’s Function\\
                 3.5 Nonseparable Functions\\
                 3.5.1 F19: Shifted Schwefel’s Problem 1.2\\
                 3.5.2 F20: Shifted Rosenbrock’s Function\\
                 4 Experimental Protocol\\
                 4.1 General Settings\\
                 4.2 Data To Be Recorded and Evaluation Criteria\\
                 4.3 Example of Representing the Results\\
                 5 Beyond the CEC’2010 Special Session and Competition\\
                 References},
  keywords    = {Large-Scale Numerical Optimization, Real Vectors, Evolutionary
                 Computation, Evolutionary Algorithms, Competition, CEC, Optimization,
                 Metaheuristics, Benchmark Function, Dimensionality, Seperability,
                 Non-Separability, large-scale},
  language    = {en},
  url         = {http://nical.ustc.edu.cn/wcci2010/lsgo\_benchmark.zip}
}

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