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Table 1 IEEE CEC2014 functions with functions’ features: unimodal (U), multimodal (M), separable (Sep.) and non-separable, rotated (Rot.) and non-rotated, asymmetrical (Asy.) and symmetrical

From: Covariance and crossover matrix guided differential evolution for global numerical optimization

Function

Name

U/M

Asy.

Sep.

Optimal

F1

Rot. high conditioned elliptic function

U

N

N

100

F2

Rot. bent cigar function

U

N

N

200

F3

Rot. discus function

U

N

N

300

F4

Shif. Rot. Rosenbrock’s function

M

N

N

400

F5

Shif. Rot. Ackley’s function

M

N

N

500

F6

Shif. Rot. Weierstrass function

M

N

N

600

F7

Shif. Rot. Griewank’s function

M

N

N

700

F8

Shif. Rastrigin’s function

M

N

S

800

F9

Shif. Rot. Rastrigin’s function

M

N

N

900

F10

Shif. Schwefel’s function

M

N

S

1000

F11

Shif. Rot. Schwefel’s function

M

N

N

1100

F12

Shif. Rot. Katsuura function

M

N

N

1200

F13

Shif. Rot. HappyCat function

M

N

N

1300

F14

Shif. Rot. HGBat function

M

N

N

1400

F15

Shif. Rot. Exp. Griewank’s + Rosenbrock’s function

M

N

N

1500

F16

Shif. Rot. Exp. Scaffer’s F6 function

M

N

N

1600

F17

Hybrid function 1 (N = 3)

M

N

N

1700

F18

Hybrid function 2 (N = 3)

M

N

N

1800

F19

Hybrid function 3 (N = 4)

M

N

N

1900

F20

Hybrid function 4 (N = 4)

M

N

N

2000

F21

Hybrid function 5 (N = 5)

M

N

N

2100

F22

Hybrid function 6 (N = 5)

M

N

N

2200

F23

Composition function 1 (N = 5)

M

A

N

2300

F24

Composition function 2 (N = 3)

M

N

N

2400

F25

Composition function 3 (N = 3)

M

A

N

2500

F26

Composition function 4 (N = 5)

M

A

N

2600

F27

Composition Function 5 (N = 5)

M

A

N

2700

F28

Composition Function 6 (N = 5)

M

A

N

2800

F29

Composition Function 7 (N = 3)

M

A

N

2900

F30

Composition function 8 (N = 3)

M

A

N

3000

 

Search range: [−100, 100]

Dimension: Dim = 10 and 30

 
  1. Optimal stands for global optimal value