Explores some problems of linear ordinary differential equations in complex domains. This work discusses problems including the Riemann problem on the Riemann sphere, a characterization of regular singularities and a classification of meromorphic differential equations.
Many polytopes of practical interest have enormous output complexity and are often highly degenerate, posing severe difficulties for known general-purpose algorithms. This title... Læs mere
Begins with reviews of Lebesgue integration and relevant topics in topology, including Frechet equivalence, the approximation of monotone maps by homeomorphisms, and Peano spaces. This... Læs mere
Studies a class of topological spaces, many of which play an important role in differential and homotopy topology, algebraic... Læs mere
Presents the theory of the mixed problem for hyperbolic differential equations with variable coefficients, a class... Læs mere
Discusses character theory and its applications to finite groups. Starting with basic notions and theorems in character theory, this work presents a variety of results... Læs mere
Studies translation-invariant function spaces and algebras on homogeneous manifolds. This book focuses on topic of the... Læs mere
Analyzes several types of queuing systems arising in network theory and communication theory. This book uses many methods and results from the theory of... Læs mere
The central problem of modern Galois theory involves the inverse problem: given a field $k$ and a group $G$, construct an extension $L/k$ with Galois group $G$.... Læs mere
Analyzes control systems using results from singularity theory and the qualitative theory of ordinary differential equations. This book focuses on systems with... Læs mere