The Joy of Abstraction : An Exploration of Math, Category Theory, and Life
Eugenia (School of the Art Institute of Chicago) Cheng
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Add to BasketQuantifying Counterfactual Military History
Brennen Fagan
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Introduction to Proofs and Proof Strategies
Shay (University of Toronto) Fuchs
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Propositional Quantifiers
Peter (University of Oslo) Fritz
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Paradoxes and Inconsistent Mathematics
Zach (University of Otago, New Zealand) Weber
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Parabolic Problems : 60 Years of Mathematical Puzzles in Parabola
David (Univeristy of New South Wales, Australia) Angell
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Parabolic Problems : 60 Years of Mathematical Puzzles in Parabola
David (Univeristy of New South Wales, Australia) Angell
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Introducing String Diagrams : The Art of Category Theory
Ralf (RPTU Kaiserslautern-Landau, Germany) Hinze
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To Mock a Mockingbird: and Other Logic Puzzles
Raymond (Oscar Ewing Professor of Philosophy, Oscar Ewing Pr Smullyan
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Add to BasketLogic: A Very Short Introduction
Graham (Distinguished Professor of Philosophy at the CUNY Grad Priest
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Conceptual Mathematics : A First Introduction to Categories
F. William (State University of New York, Buffalo) Lawvere
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Add to BasketThe Foundations of Mathematics
Ian (Emeritus Professor, Emeritus Professor, University of Wa Stewart
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The Joy of Abstraction : An Exploration of Math, Category Theory, and Life
Eugenia (School of the Art Institute of Chicago) Cheng
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Introduction to Lattices and Order
B. A. (La Trobe University, Victoria) Davey
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Add to BasketIdeals, Varieties, and Algorithms : An Introduction to Computational Algebraic Geometry and Commutative Algebra
David A. Cox
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An Introduction to Non-Classical Logic : From If to Is
Graham (University of Melbourne) Priest
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Godel's Theorem: A Very Short Introduction
A. W. (Tutorial Fellow at St Hugh's College, and Professor of P Moore
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Basic Category Theory
Tom (University of Edinburgh) Leinster
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Introduction to Set Theory, Revised and Expanded
Karel (City College of New York, USA) Hrbacek
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Sets for Mathematics
F. William (State University of New York, Buffalo) Lawvere
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Add to BasketPrime Numbers and the Riemann Hypothesis
Barry (Harvard University, Massachusetts) Mazur
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Introduction to Modern Cryptography
Jonathan (University of Maryland, College Park, USA) Katz
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An Introduction to Proof Theory : Normalization, Cut-Elimination, and Consistency Proofs
Paolo (Willis S. and Marion Slusser Professor of Philosophy, Mancosu
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