Springer Ebooks

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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 290 Reading, Writing, and Proving Daepp/Gorkin
Math 313 Applied Linear Algebra and Matrix Analysis Shores
Math 314 A Course in Multivariable Calculus and Analysis Ghorpade/Limaye
Math 334 A First Course in Differential Equations Logan
Math 342 A Geometric Approach to Differential Forms Bachman
Math 352 Complex Variables with Applications Ponnusamy/Silverman
Math 362 The Four Pillars of Geometry Stillwell
Math 371 Basic Algebra Knapp
Math 372 Fields and Galois Theory Howie
Math 372 Galois Theory Weintraub
Math 431 Fundamentals of Probability: A First Course DasGupta
Math 435 Financial Markets in Continuous Time Dana/Jeanblanc
Math 450 A Course in Enumeration Aigner
Math 465 Elementary Differential Geometry Pressley
Math 465 Differential Geometry of Curves and Surfaces Toponogov
Math 485 Elementary Number Theory, Cryptography and Codes Baldoni/Cilberto/Cattaneo
Math 485 An Introduction to Mathematical Cryptography Hoffstein/Pipher/Silverman
Math 487 Number Theory Fine/Rosenberger
Math 510 Numerical Linear Algebra Allaire/Kaber
Math 511 Numerical Treatment of Partial Differential Equations Grossman/Roos/Styne
Math 532 Complex Analysis Busam/Freitag
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: A Graduate Course Gut
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 553 Essential Topology Crossley
Math 553 A Taste of Topology Runde
Math 561 Algebraic Geometry Perrin
Math 586 Problems in Algebraic Number Theory Murty/Esmonde
Math 587 Problems in Analytic Number Theory Murty
Math 634 Ordinary Differential Equations with Applications Chicone
Math 640 Techniques of Variational Analysis Borwein/Zhu
Math 640 Methods in Nonlinear Analysis Chang
Math 640 Methods of Nonlinear Analysis Drabek/Milota
Math 640 Variational Methods Struwe
Math 641 Measure Theory Bogachev
Math 647 Partial Differential Equations DiBenedetto
Math 647 Partial Differential Equations Jost
Math 647 Partial Differential Equations 2 Sauvigny
Math 671 Abstract Algebra Grillet
Math 672 Field Theory Roman