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Number theory with its focus on prime numbers is then bridged... Read More >>
This book describes the historical development of the ‘big ideas’ in mathematics in an accessible and intuitive... Read More >>
Solving elementary algebra lies at the heart of this basic textbook. Some of the topics addressed include inequalities... Read More >>
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Focuses on vectors and geometric intuition an helps students to make the transition from the computational aspects... Read More >>
Explore bimonoidal categories—ring-like structures without additive inverses—that merge ideas in category theory,... Read More >>
Bimonoidal categories act as categorical analogues of rings without additive inverses, intertwining category theory,... Read More >>
An authoritative three-volume collection examines bimonoidal categories, exploring their pivotal roles in quantum... Read More >>
This textbook is designed for a first course in linear algebra for undergraduate students from a wide range of quantitative... Read More >>
This comprehensive... Read More >>
Give Your Child an Edge on the 2026 ISASP! Prepare them to excel in the Iowa state assessments with confidence... Read More >>
Improve 2025-26 ISASP Test ScoresPractice workbooks to confidently prepare and excel in the 2026 Iowa Grade 7 Math... Read More >>
Improve 2025-26 ISASP Test ScoresPractice workbooks to confidently prepare and excel in the 2026 Iowa Grade 8 Math... Read More >>
This book is the first to present a comprehensive investigation of the technical features of the metainferential... Read More >>
This book provides an introduction to orthogonal polynomials and special functions aimed at graduate students studying... Read More >>
How can there be infinitesimal real and infinitely large natural numbers? And how can we use such numbers for the... Read More >>
This monograph addresses two significant related questions in complex geometry: the construction of a Chern character... Read More >>
Why is the squaring of the circle, why is the division of angles with compass and ruler impossible? Why are there... Read More >>
The group M24 leads to the Leech lattice, leading to the largest Conway group, and thence to the Monster group.... Read More >>
The book contains the basics of tensor algebra as well as a comprehensive description of tensor calculus, both in... Read More >>