Optimization of SVM Parameters using Gaussian Quantum-Behaved PSO

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Abstract

This research seeks to offer insights regarding optimizing support vector machines (SVM) in terms of their parameters which are critical for streamlining accurate classifications for different tasks. We introduce a novel optimization approach called Gaussian quantum-behaved particle swarm optimization (GQPSO), denoted GQPSO-SVM, that is meant to minimize the test error rate very efficiently by finding the optimal SVM parameters. A number of experiments were conducted to compare the GQPSO-SVM algorithm with wellknown techniques including BA+SVM, PSO+SVM, and QPSO+SVM. The results show that GQPSO-SVM regularly achieves lower test error rates than its alternatives with the radial basis function (RBF) kernel performing better than the polynomial kernel. This illustrates how GQPSO-SVM can improve SVM classifier performance and dependability across a range of applications.

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