Mathematical foundations books

This book provides an integrated overview and technical description of the fundamental concepts of blockchain, IoT...  Read More >>

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The topics introduced include arithmetic of rings, modules, especially principal ideal rings and the classification...  Read More >>

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Originally published in 1965. This textbook of modern deductive logic is designed for beginners but leads further...  Read More >>

Originally published in 1931. This inquiry investigates and develops John Cook Wilson’s view of the province of...  Read More >>

Originally published in 1937. A short account of the traditional logic, intended to provide the student with the...  Read More >>

Originally published in 1962. This clear and simple account of the growth and structure of Mathematical Logic requires...  Read More >>

This book is an introduction to a functorial model theory based on infinitary language categories. The author introduces...  Read More >>

This book presents new techniques with functorial models to address important areas on pure mathematics and computability...  Read More >>

Improving students’ ability to tackle mathematical problems, this second edition retains the structure of its predecessor...  Read More >>

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This book highlights how an understanding of singular optics provides a completely different way to look at light....  Read More >>

This book covers developments and advances of algorithm based optimization techniques These techniques were only...  Read More >>

Originally published in 1995, Large Deviations For Performance Analysis develops the theory of large deviations...  Read More >>

This book provides examples of real world applications of technology. Case studies have been used to show the integration...  Read More >>

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What is Sudoku? Sudoku is a game of mathematical logic, considered a pastime for all ages, which helps to keep...  Read More >>

It's fun to be smart! Loved by kids and parent trusted, STUDY SKILLS GUIDE book reinforces what kids are learning...  Read More >>

The authors prove that it is consistent (relative to a Mahlo cardinal) that all projective sets of reals are Lebesgue...  Read More >>

This contributed volume explores the ways logical skills have been perceived over the course of history. The authors...  Read More >>

Proof techniques in cryptography are very difficult to understand even for students or researchers who major in...  Read More >>