Set Theory category: 64 books

This outstanding text offers undergraduate students of physics, chemistry, and engineering a concise, readable introduction to matrices, sets, and groups. Concentrating mainly on matrix theory, the book is virtually self-contained, requiring a minimum of mathematical knowledge and providing all the background...

The Elements of Advanced Mathematics, Fourth Edition is the latest edition of the author’s bestselling series of texts. Expanding on previous editions, the new Edition continues to provide students with a better understanding of proofs, a core concept for higher level mathematics. To meet the needs...

A comprehensive work in finite-value systems that covers the latest achievements using the semi-tensor product method, on various kinds of finite-value systems. These results occupy the　highest　position　in　the analysis and control of　this　field. It not only covers all aspects of research...

"A gripping guide to the modern taming of the infinite."—The New York Times. With a new introduction by Neal Stephenson. Is infinity a valid mathematical property or a meaningless abstraction? David Foster Wallace brings his intellectual ambition and characteristic bravura style to the story...

The first critical work to attempt the mammoth undertaking of reading Badiou's Being and Event as part of a sequence has often surprising, occasionally controversial results. Looking back on its publication Badiou declared: "I had inscribed my name in the history of philosophy†?. Later...

This collection of articles, originating from a short course held at the University of Manchester, explores the ideas behind Pila's proof of the Andre–Oort conjecture for products of modular curves. The basic strategy has three main ingredients: the Pila–Wilkie theorem, bounds on Galois orbits,...

This book originates as an essential underlying component of a modern, imaginative three-semester honors program (six undergraduate courses) in Mathematical Studies. In its entirety, it covers Algebra, Geometry and Analysis in One Variable. The book is intended to provide a comprehensive and...

The book is a research monograph on the notions of truth and assertibility as they relate to the foundations of mathematics. It is aimed at a general mathematical and philosophical audience. The central novelty is an axiomatic treatment of the concept of assertibility. This provides us with a device...

Strange Functions in Real Analysis, Third Edition differs from the previous editions in that it includes five new chapters as well as two appendices. More importantly, the entire text has been revised and contains more detailed explanations of the presented material. In doing so, the book explores...

本書は，経済学及び経営学を学ぶために必要な数学の入門テキストの第２巻です。 現在，経済学あるいは経営学を勉強している，あるいはこれから勉強しようと考えている方はぜひお読みください。 第２巻の「集合」では，要素（元），集合の記述方法，全体集合とベン図，一元集合（単位集合），空集合，有限集合・無限集合，部分集合・拡大集合，真部分集合，べき集合，集合族，和集合（合併集合），和集合の性質，共通集合（共通部分），共通集合の性質，差集合，補集合，区間，直積，集合の性質について説明しています。 巻末には練習問題と解答を付けています。 また，本書は，手軽にそして自由に持ち運ぶことができる電子書籍ということで，どこでもそしていつでも簡単に読むことができるように，できる限り短い文章で簡潔に説明しています。 目次は以下のようになっています。 はじめに 集...

本書は，経済学及び経営学を学ぶために必要な数学の入門テキストの第２巻です。 現在，経済学あるいは経営学を勉強している，あるいはこれから勉強しようと考えている方はぜひお読みください。 第２巻の「集合」では，要素（元），集合の記述方法，全体集合とベン図，一元集合（単位集合），空集合，有限集合・無限集合，部分集合・拡大集合，真部分集合，べき集合，集合族，和集合（合併集合），和集合の性質，共通集合（共通部分），共通集合の性質，差集合，補集合，区間，直積，集合の性質について説明しています。 巻末には練習問題と解答を付けています。 また，本書は，手軽にそして自由に持ち運ぶことができる電子書籍ということで，どこでもそしていつでも簡単に読むことができるように，できる限り短い文章で簡潔に説明しています。 目次は以下のようになっています。 はじめに 集...

A Concrete Introduction to Analysis, Second Edition offers a major reorganization of the previous edition with the goal of making it a much more comprehensive and accessible for students. The standard, austere approach to teaching modern mathematics with its emphasis on formal proofs can be...

9th grade math multiple choice questions has 540 MCQs. Grade 9 math quiz questions and answers pdf, MCQs on Cartesian plane, linear graphs, characteristics of logarithm, collinear points, common and natural logarithms, complex numbers, congruent triangles, construction of triangles, conversion graphs,...

Optimization techniques have developed into a modern-day solution for real-world problems in various industries. As a way to improve performance and handle issues of uncertainty, optimization research becomes a topic of special interest across disciplines. Problem Solving and Uncertainty Modeling...