Springer Ebooks

The following Springer Verlag texts are available free as PDFs to the BYU community and could plausibly be used as textbooks for the designated courses.

Course	Title	Author
Math 316	A Geometric Approach to Differential Forms	Bachman
Math 334	A First Course in Differential Equations	Logan
Math 343	Applied Linear Algebra and Matrix Analysis	Shores
Math 371	Basic Algebra	Knapp
Math 372	Fields and Galois Theory	Howie
Math 387	Number Theory	Fine/Rosenberger
Math 435	Financial Markets in Continuous Time	Dana/Jeanblanc
Math 465	Differential Geometry of Curves and Surfaces	Toponogov
Math 511	Numerical Treatment of Partial Differential Equations	Grossman/Roos/Styne
Math 532	Complex Analysis	Gilman/Kra/Rodriguez
Math 540	Linear Functional Analysis	Rynne/Youngson
Math 541	Basic Real Analysis	Knapp
Math 543	Measure Theory and Probability Theory	Athreya/Lahiri
Math 543	A Basic Course in Probability Theory	Bhattacharya/Waymire
Math 543	Probability Theory	Klenke
Math 543	Theory of Probability and Random Processes	Koralov/Sinai
Math 543	Basic Principles and Applications of Probability Theory	Skorokhod
Math 561	Algebraic Geometry	Perrin
Math 587	Problems in Analytic Number Theory	Murty
Math 634	Ordinary Differential Equations with Applications	Chicone
Math 640	Methods of Nonlinear Analysis	Drabek/Milota
Math 640	Variational Methods	Struwe
Math 641	Measure Theory	Bogachev
Math 647	Partial Differential Equations 2	Sauvigny
Math 671	Abstract Algebra	Grillet
Math 672	Field Theory	Roman