Mathematics
Functional Analysis
Optimization by Vector Space Methods<br />
Lectures and exercises on functional Analysis<br />
Convex Functional Analysis<br />
Functional Analysis for Probability and Stochastic Processes<br />
Abstract Calculus A Categorical Approach <br />
Banach-Hilbert Spaces, Vector Measures and Group Representations
Differential Geometry
Clifford algebra, geometric algebra, and applications<br />
Mathematical Structures From Linear Algebra over Rings to Geometry with Sheaves<br />
Diffeology<br />
Global Calculus<br />
Manifolds, Tensor Analysis, and Applications<br />
Manifolds, Sheaves, and Cohomology
Algebra
Basic algebra groups, rings and fields<br />
Further Algebra and Application<br />
Abstract Algebra - Paul Garrett.
Linear Algebra
Algebra An Approach via Module Theory<br />
Linear Algebra via Exterior Products<br />
Rings, Modules, and Linear Algebra<br />
Modules and Homological Algebra<br />
Module theory an approach to linear algebra<br />
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Measure, Probability and Statistics
A Basic Course in Probability Theory<br />
Probability Theory An Analytic View<br />
Probability and Stochastics<br />
Measure-Theoretic Probability<br />
Measure-Theoretic Calculus in Abstract Spaces<br />
Plane Answers to Complex Questions<br />
Mathematical Statistics<br />
Time Series Theory and Methods<br />
The Coordinate-Free Approach to Linear Models<br />
Multivariate Statistics A Vector Space Approach<br />
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Logic Category Type
THE OPEN LOGIC TEXT<br />
Categorical Logic and Type Theory
Algebraic Topology
Fundamentals of Algebraic Topology<br />
Algebraic Topology - A Structural Introduction<br />
Homology, Cohomology, and Sheaf<br />
Combinatorial Algebraic Topology<br />
Algebraic Foundations for Applied Topology and Data Analysis<br />
Topology A Categorical Approach<br />
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Combinatorics and Discrete
Introduction to the Theory of Species of Structures<br />
Discrete Calculus Methods for Counting<br />
Combinatorics the rota way