Research Article

An Efficient Approximation for Nakagami-m Quantile Function Based on Generalized Opposition-Based Quantum Salp Swarm Algorithm

Table 2

Statistical comparisons between different algorithms when and is set as 7.0, 8.0, 9.0, and 10.0, respectively.

AlgorithmBestWorstMeanSTD

7.0PSO1.3551E − 024.1978E − 012.5441E − 011.9053E − 01
ABC7.5002E − 023.1097E − 012.1384E − 015.2317E − 02
SSA1.1977E − 024.1861E − 014.1626E − 021.0410E − 01
GO-QSSA1.1977E − 021.1977E − 021.1977E − 021.2458E − 17

8.0PSO2.1655E − 024.4409E − 011.8379E − 011.9599E − 01
ABC9.0083E − 023.2507E − 012.4481E − 014.7022E − 02
SSA1.3828E − 024.4421E − 012.8054E − 027.3801E − 02
GO-QSSA1.3828E − 021.3828E − 021.3828E − 023.3420E − 17

9.0PSO2.0526E − 024.6547E − 012.1849E − 012.1072E − 01
ABC7.7279E − 023.4422E − 012.4093E − 015.7204E − 02
SSA1.5481E − 024.6437E − 012.4459E − 026.3161E − 02
GO-QSSA1.5481E − 021.5481E − 021.5481E − 023.8550E − 17

10.0PSO2.2120E − 024.8394E − 012.4978E − 012.2095E − 01
ABC1.2149E − 013.8000E − 012.5844E − 015.5310E − 02
SSA1.6970E − 024.8273E − 013.6282E − 029.1703E − 02
GO-QSSA1.6970E − 021.6970E − 021.6970E − 022.0463E − 17