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Category Theory in Context

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The Theory and Practice of ...

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Numbers: Histories, Mysteri...

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The Induction Book

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An Interactive Introduction...

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An Introductory Course on D...

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Optimization in Function Sp...

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Foundations of Geometry: Eu...

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Foundations of Measurement ...

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Fractals Everywhere

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Fundamental Concepts of Geo...

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General Investigations of C...

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Geometric Integration Theor...

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Geometrical Kaleidoscope (D...

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Geometry and Symmetry (Dove...

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Geometry and the Visual Art...

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Geometry from Euclid to Kno...

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The Geometry of Art and Life

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Geometry of Complex Numbers...

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The Geometry of Geodesics (...

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Geometry of Submanifolds (D...

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Geometry, Its Elements and ...

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Geometry: A Comprehensive C...

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Induction in Geometry (Dove...

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Introduction to Algebraic G...

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An Introduction to Differen...

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An Introduction to Finite P...

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Introduction to Non-Euclide...

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Introduction to Projective ...

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Introduction to the Geometr...

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An Introduction to the Geom...

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Introductory Non-Euclidean ...

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Invariants of Quadratic Dif...

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Inversive Geometry (Dover B...

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Invitation to Dynamical Sys...

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Invitation to Geometry (Dov...

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Lectures in Projective Geom...

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Lectures on Analytic and Pr...

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Lectures on Classical Diffe...

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Linear Algebra and Geometry...

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A Modern View of Geometry (...

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A New Look at Geometry (Dov...

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Non-Euclidean Geometry (Dov...

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The Penrose Transform: Its ...

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Practical Conic Sections: T...

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Problems and Solutions in E...

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Projective Geometry (Dover ...

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Proof in Geometry: With "Mi...

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Pythagorean Triangles (Dove...

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Regular Polytopes

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Rotations, Quaternions, and...

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Rudiments of Algebraic Geom...

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Solid Analytic Geometry (Do...

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Spherical Models (Dover Boo...

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A Survey of Minimal Surface...

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Symmetries and Laplacians: ...

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Symplectic Geometry and Fou...

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The Theory of Lie Derivativ...

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Theory of Linear Operators ...

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Tilings and Patterns

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The Variational Theory of G...

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Vector Geometry (Dover Book...

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A Vector Space Approach to ...

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