Theory and Applications of Mathematical Science Vol. 1

This book covers all areas of mathematical science. The contributions by the authors include combinatorics, magic polygons, degenerated magic polygons, bifurcation, oscillatory flow, matrix determinant, matrix inversion, co-factor expansion, QR decomposition, gauss elimination, polynomial division, non-preemptive EDF scheduling, code refactoring, machine learning, intrusion detection, false positives, neuro-fuzzy, multilayer perceptron, voting combination rule, Angstrom model, fuzzy logic system, neural network, solar radiation, Linear Multiparameter Matrix Eigenvalue Problems (LMEP), Generalized Eigenvalue Problems (GEP), LU-decomposition of matrix, implicit determinant algorithm, Hahn-Banach theorem, separation theorems, convex programming, Kuhn-Tucker theorem, minimax theorem, differential subordination, non-analytic function, Homfly polynomial, periodic links, knotted trivalent plane graphs, convergent and divergent channels, perturbation method etc. This book contains various materials suitable for students, researchers and academicians in the field of mathematical science.