2 research outputs found
Conjugate Gradient Method Approach to Multi-Channel Queuing Theory
In this paper we examine the application of the classical conjugate gradient method to
queue theory. The parameters of the symmetric definite positive linear operator of a
quadratic cost functional were obtained from the various characteristic features of a
multi-channel queue system. The outcome was tested with numerical values and a
comparison was made for systems with two, three and four service points. The numerical
computations were carried out in a Maple 14 environment. The results obtained validate
previous work done with a single-channel syste
Computational and Applied Mathematics Conjugate Gradient Method Approach to Multi-Channel Queuing Theory Citation
Abstract In this paper we examine the application of the classical conjugate gradient method to queue theory. The parameters of the symmetric definite positive linear operator of a quadratic cost functional were obtained from the various characteristic features of a multi-channel queue system. The outcome was tested with numerical values and a comparison was made for systems with two, three and four service points. The numerical computations were carried out in a Maple 14 environment. The results obtained validate previous work done with a single-channel system