A Systematic Review on Harmony Search Algorithm: Theory, Literature, and Applications

Table 4

Improvement in HSA with chaotic algorithms.

Ref.	Algorithm	Description	Application	Performance
[33]	CHSA	Chaotic maps are used for parameter adaption	Optimization problems	Improvement in convergence
[34]	CHSA	Chaotic is used to manipulate parameter value	Numerical integration	Improve accuracy, convergence
[35]	IHSCH	Chaotic is employed to improve the harmony memory	Assignment problems	Improvement in computational time
[36]	FPCHSA	Hybridized chaotic harmony with flower pollination	Sudoku puzzles	Improve performance of CHSA
[37]	CIHSA	Chaotic and social components of PSO are used to enhance exploration	IIR filter optimization	Less computational complexity, more robustness
[38]	DCHSSA	Hybridized the chaotic and simulated annealing	Wind system	Good performance
[39]	MHS-PCLS	Parallel chaotic search is proposed to improve the performance of HSA	Engineering design problems	More robustness