Parameter Determination of Milling Process Using a Novel Teaching-Learning-Based Optimization Algorithm

Table 1

Benchmark functions definition.

Name	Definition	Range
	Shifted sphere function	50, 100
	Shifted Schwefel’s problem 1.2	50, 100
	Shifted rotated high conditioned elliptic function	50, 100
	Shifted Schwefel’s problem 1.2 with noise in fitness	50, 100
	Schwefel’s problem 2.6 with global optimum on bounds	50, 100
	Shifted Rosenbrock’s function	50, 100
	Shifted rotated Griewank’s function without bounds	300, 600
	Shifted rotated Ackley’s function with global optimum on bounds	16, 32
	Shifted Rastrigin’s function	2.5, 5
	Shifted rotated Rastrigin’s function	2.5, 5
	Shifted rotated Weierstrass function	0.25, 0.5
	Schwefel’s problem 2.13	50, 100