It began as the lecture notes for 36-402 at Carnegie Mellon University. Advanced Data Analysis from and Elementary Point of Viewĭescription: This is a draft textbook on data analysis methods, intended for a one-semester course for advance undergraduate students who have already taken classes in probability, mathematical statistics, and linear regression. Active Calculus Multivariableĭescription: This textbook is meant to complement the Single Variable edition of Active Calculus. Includes: interactive exercises and solutions, a lab manual, and other instructor resources. Active Calculus Single Variableĭescription: This textbook was written by math professors from an American university. The main caveat is that if you make modifications and then distribute a modified version, you are required to again apply the GFDL license to the result so that others may benefit from your modifications. It is this combination that allows the author to give you greater freedoms in how you use the text, thus liberating it from some of the antiquated notions of copyright that apply to books in physical form. There is a copyright on the book, and subsequently it is licensed with a GNU Free Documentation License (GFDL). You may modify copies of the book for your own use – for example, you may wish to change to a prefered notation for certain objects or add a few new sections. Therefore you can also make as many copies as you like, ensuring that the book will never go out-of-print. So in this most basic sense, it is a free textbook. Electronic editions have been updated.įirst, there is no cost to acquire this text, and you are under no obligation whatsoever to compensate or donate to the author or publisher. ![]() ![]() The 2020 Annual Edition is now available. Its strengths include a wide range of exercises, both computational and theoretical, plus many nontrivial applications. ![]() Abstract Algebra: Theory and Applicationsĭescription: Tom Judson’s Abstract Algebra: Theory and Applications is an open source textbook designed to teach the principles and theory of abstract algebra to college juniors and seniors in a rigorous manner. The goals of this resource are to help learners develop their geometric intuition about abstract and complex mathematical concepts (e.g., partial derivatives, multiple integrals, vector fields), and train them to make connections between concepts visually (e.g., connecting “vectors” in mathematics with “magnitude” and “direction” in physics) in order to more fully understand engineering, physics and mathematical problems (e.g., differential equations) in their subsequent STEM coursework. 23 Mathematics, Calculus and Statistics 3D Interactive Plots for Multivariate Calculusĭescription: An open textbook created to improve both teaching and learning vital concepts and techniques in multivariable calculus, one of the fundamental courses across the undergraduate curriculum in science and engineering.
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