Algebra and Computers in Mathematical Research: Proceedings of the Twenty-first Nordic Congress of Mathematicians
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"Presenting the proceedings of the twenty-first Nordic Congress of Mathematicians at Lulearing; University of Technology, Sweden, this outstanding reference discusses recent advances in analysis, algebra, stochastic processes, and the use of computers in mathematical research."
Table of Contents
Combinatorial Summation Identities; Local Variants of the Haussdorff-Young Inequality; How Integrals Can Be Used to Derive Matrix Perturbation Bounds; Non-existence of Periodic Solutions to Hyperbolic Partial Differential Equations; Methods to Divide Out Certain Solutions from Systems of Algebraic Equations, Applied to Find All Cyclic B-Roots; The Exponential Function and Linearization of Quadratic Polynomials; From High-School Didactics to Curved Manifolds; Stable Iterated Function Systems; Rational Supremum Norm Approximation of the Transfer Function by the cf Method; On the Colenght Function in One-Dimensional Noetherian Domains; Null Recurrence in a Stochastic Ricker Model; On a Simplical Complex Associated with a Set of Power Products; Applications of Massive Computations: The Artin Conjecture; Next Generation Computer Algebra Systems AXIOM and the Scratchpad Concept: Applications to Research in Algebra; A Note on the Nonlinear Rayleigh Quotient; Global Stability of a Model for Competing Predators; Inverse Scattering Problem for a Quantum Mechanical Two-Body System; Intrisic Geometry of Convex Ideal Polyhedra in Hyperbolic 3-Space; Projective Algebraic Geometry in Positive Characteristic; A Remark on a Theorem Concerning Besov Spaces on Subsets Rn; Wavelet Transforms with the Franklin System and Applications in Image Processing; Representation Formulae for Infimal Convolution with Applications; S-Algebras, Plethysms and Noncommutative Invariant Theory; Coupling Method and Regenerate Processes; Stochastic Partial Differential Equation - A Mathematical Connection Between Macrocosmos and Microcosmos; Construction Methods for Mixed Covering Codes.