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Perrone P: Starting Category Theory

Starting Category Theory

Chapman and Hall/CRC Financial Mathematics Series

Handbook of Sustainable Mathematical Finance

Written from a Computational Topology point-of-view the intention of this book is to provide the reader with an easy and up-to-date access to a wide range of topics concerning topological, combinatorial, and geometric aspects of triangulated manifolds.As a compendium of many classical results, complemented with new material, the book is equipped with an extensive bibliography.&nbsp;An atlas of small triangulations is also included.The list of topics comprises: classification results, PL structures and Hauptvermutung, recognition techniques, computation of invariants, explicit constructions of examples, enumeration procedures, f-vectors of triangulations, vertex-minimal, vertex-transitive, and centrally symmetric examples, realizability issues, polytopality and tightness of triangulations.

Triangulated Manifolds

International Texts in Developmental Psychology

Global Perspectives

The Development of Ethnic Identity and Attitudes

How the Quest for the Biggest, Fewest and Weirdest Makes Maths

Reaching for the Extreme

Query complexity addresses issues like the number of calls to a black box routine, the number of queries to a data structure or the number of steps made by a parallel processor. It has immense applications, and not surprisingly a large number of papers ha

Query Complexity

In this volume various aspects of non-Archimedean quantum systems are discussed, such as spectral properties of their Schrödinger operators, and their ability to be approximated by finite systems. Non-Archimedean stochastic methods are also discussed.

Quantum Systems And Finite Approximations: Archimedean And Non-archimedean

The aim of this textbook is to improve students' ability to formulate economic problems and provide essential mathematical tools for analysis across various contexts. This book presents the author's current understanding of mathematics, shaped by several years of teaching this subject as well as enriched through interactions with his students. To aid students in their learning, the book is written in a manner that better highlights key concepts and provides additional clarity when possible. In this way, it is hoped that students will feel more guided in their study of mathematics and its applications in microeconomics.

Essential Mathematics For Microeconomics: A Student's Guide To Key Mathematical Techniques

Introduction to Mathematics in Physiology, Medicine, and Health Sciences

Electromagnetics Through the Finite Element Method

Fundamentals of Practical Reliability Engineering

Graph Mining

Starting Category Theory

Bibliografische Angaben

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