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Jean-Pierre Marquis
I-X
Front matter
1-8
Introduction
9-40
Category Theory and Klein’s Erlangen Program
41-72
Introducing Categories, Functors and Natural Transformations
73-108
Categories as Spaces, Functors as Transformations
109-145
Discovering Fundamental Categorical Transformations: Adjoint Functors
147-190
Adjoint Functors: What They are, What They Mean
191-246
Invariants in Foundations: Algebraic Logic
247-284
Invariants in Foundations: Geometric Logic
285-290
Conclusion
291-309
Back matter
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