# Free Math Textbooks

These are books that i've verified them in one way or another. Some i've read and consider good, some i checked up the author and is reputable mathematician, some are well known professors i know of, etc.

## Number Theory

Elementary Number Theory by W Edwin Clark (highschool readable)

A Computational Introduction to Number Theory and Algebra , by Victor Shoup (not verified)

An Introduction to the Theory of Numbers by G. H. Hardy, Edward M. Wright, Andrew Wiles. Buy at amazon

Elementary Number Theory by Underwood Dudley Buy at amazon

## Probability

Introduction to Probability, by Charles M Grinstead, J Laurie Snell Shoup (highschool readable)

## Calculus

APEX Calculus by Gregory Hartman et al

Calculus Volume 1. OpenStax project

Calculus, by Jim Fowler, Bart Snapp

## Linear Algebra

Linear Algebra, by David Cherney and Others

Linear Algebra, by Jim Hefferon

## Real Analysis

Real Analysis by Jiri Lebl 2016

## Complex Analysis

## Abstract Algebra

Abstract Algebra by David S., Foote, Richard M Dummit Buy at amazon

## Differential Geometry

Lecture Note on Curves and Surfaces, 2005, Chuu-Lian Terng (undergrad)

A Modern Course on Curves and Surfaces, 2003, by Richard S Palais (undergrad)

Functional Geometry, 2013, Sussman, Wisdom, Farr (undergrad)

Analysis on Manifolds, 1991, by J R Munkres

## Topology

Intro to Point-Set Topology by Allen Hatcher

Topology from the Differential Point of View, 1965, John W Milnor

## Logic

Mathematical Logic, by Stephen G Simpson (graduate)

Introduction to Proof Theory, 1998, by Samuel R Buss (graduate)

Foundation of Math, by Stephen G Simpson (graduate)

Homotopy Type Theory (graduate)

the following i have not verified.

## Algebraic Geometry

ALGEBRAIC CURVES, An Introduction to Algebraic Geometry, by William Fulton

http://andromeda.rutgers.edu/~loftin/difffal03/manifold.pdf

http://web.stanford.edu/~jchw/WOMPtalk-Manifolds.pdf

http://webmath2.unito.it/paginepersonali/sergio.console/CurveSuperfici/AG24.pdf

See also:

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