Test functions
The analytical expression
Solution
Arguments vector
Rosenbroke function
0
1,...,1
Mill-Cantrell function
0
0,1,...,1
Grague-Levy function
0
0,1,...,1
Function ¹ 4
0
1,.....,1
Function ¹5
0
1,.....,1
Function ¹6
0
0,.....,0
Function ¹9
0
1,.....,1
Function ¹10
0
1,.....,1
Function ¹11
0
0,.....,0
Function ¹12
0
1,.....,1
Function ¹14
0
0,.....,0
Function ¹16
0
0,.....,0
Function ¹17
0
0,.....,0
Dicson function
0
1,.....,1
Oren function
0
1,.....,1
Vood function
0
0,.....,0
1.2 The single-extremum nondifferentiated functions
Problem ¹ 1
0
0,1,.....,1
Problem ¹ 2
0
0,1,.....,1
Problem ¹ 3
0
0,1.....,1
Problem ¹ 4
0
0,1.....,1
Problem ¹ 5
0
0,1.....,1
1.3. The multi-extremum differentiated functions
Problem ¹ 6
0
0,.....,0
1.4. The multi-extremum nondifferentiated functions
Problem ¹ 7
0
0,1.....,1
Problem ¹ 8
0
0,1.....,1
Problem ¹ 9
0
0,1.....,1
Problem ¹ 10
0
0,1.....,1
Problem ¹ 11
0
0,1.....,1
- The stochastic optimization
II.1 The stochastic optimization for the single-extremum functions
a
-accidental value spreaded according to the normal law
a
-accidental value spreaded according to the normal law
a
-accidental value spreaded according to the normal law
a
-accidental value spreaded according to the normal law
a
-accidental value spreaded according to the normal law
II.2 Multiextremum functions
