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The Gamma function

Statistical and inductive probabilities

Introduction to the theory of sets

Analytical geometry of three dimensions

Mathematics for physicists

Sets, sequences and mappings: the basic concepts of analysis

Recursive analysis

Levels of infinity: selected writings on mathematics and philosophy

How to solve applied mathematics problems

Foundations of stochastic analysis

A first course in graph theory

Permutation groups

Topological vector spaces, distributions and kernels

Proof theory

Two-dimensional calculus

Special matrices and their applications in numerical mathematics

Linear algebra

How to gamble if you must: inequalities for stochastic processes

Lectures on ordinary differential equations

Applications of model theory to functional analysis

Homology theory on algebraic varieties

Lapses in mathematical reasoning

Nonlinear functional analysis

Elementary real and complex analysis

Applied analysis by the Hilbert space method: an introduction with applications to the wave, heat, and Schrodinger equations

Introduction to Bessel functions

The summation of series

The Stanford mathematics problem book: with hints and solutions

Lectures in projective geometry

Methods of mathematics applied to calculus, probability, and statistics

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