Advances in Mathematics Research de Albert R Baswell

Advances in Mathematics Research

Albert R Baswell

Deborah J. Shimizu

"Advances in Mathematics Research" presents original research results on the leading edge of mathematics research. Each article has been carefully selected in an attempt to present substantial research results across a broad spectrum. Topics discussed herein include multivariate differences and summation formulae; hybrid contractive maps; generalised games; affine and fundamental vector fields; and Newton's method for matrix polynomials.

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Cuprins

Preface; Multivariate Differences & Summation Formulae; Fuzzy Bipartite, Fuzzy Graphs & Powers; Coincidence Points For Hybrid Contractive Maps; On Two Matrices That Can Be Used To Check Graph Isomorphism; Prime Rings with Derivations on LIE Ideals; Maximum Life Span Predictions From the Gompertz Model; Derivations of the Subrings Containing the Diagonal Subring in Matrix Ring; An Index Theorem for Gerbes; Generalized Games & Generalized Vector Quasi-Equilibria in G-Convex Spaces; Characteristic Property for Inequalities of Bounded Linear Operators; Affine & Fundamental Vector Fields; Some Properties of the Schur Multiplier with Algebraic Topological Approach; Existence of Solutions of the Forced Duffing Equation with Non-Convex Integral Boundary Conditions; Investigation of the Asymptotic Stability of Solutions of Systems with Impulse Effect; Estimation of Divergence Measures with Taylor-Line Results; Newton's Method for Matrix Polynomials; Boundary Value Problems of Fuzzy Differential Equations on an Infinite Interval; A Qualitative Hamiltonian Model for Human Motion; The Initial Value Problems for the First Order System of Nonlinear Impulsive Integro-Differential Equations in Banach Spaces; Interval Oscillation Criteria for Second Order Neutral Delay Differential Equations; On Higher Order Differential Equation with Retarded Argument; Index.