A Derivative-Free Affine Scaling LP Algorithm Based on Probabilistic Models for Linear Inequality Constrained Optimization

Table 2

Description of the large-dimension test problems.

Problem	n	Bounded	Problem	n	Bounded
Rastrigin’s function	50	[−5.12, 5.12] 50	Egg holder	50	[−512, 512] 50
	100	[−5.12, 5.12] 100		100	[−512, 512] 100
	150	[−5.12, 5.12] 150		150	[−512, 512] 150
	200	[−5.12, 5.12] 200		200	[−512, 512] 200
Schwefel’s function	50	[−512, 512] 50	Rana’s function	50	[−500, 500] 50
	100	[−512, 512] 100		100	[−500, 500] 100
	150	[−512, 512] 150		150	[−500, 500] 150
	200	[−512, 512] 200		200	[−500, 500] 200
Stretch V sine wave function	50	[−10, 10] 50	Keane’s function	50	[0, 10] 50
	100	[−10, 10] 100		100	[0, 10] 100
	150	[−10, 10] 150		150	[0, 10] 150
	200	[−10, 10] 200		200	[0, 10] 200