📚 Dover Books on Mathematics
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Ingram
»
The Theory of Groups
Hans J. Zassenhaus
Numbers
Graham Flegg
An Introduction to the Theory of Linear Spaces
Georgi E. Shilov
The Gentle Art of Mathematics
Dan Pedoe
Applied Multivariate Analysis
S. James Press
Elements of Partial Differential Equations
Ian N. Sneddon
Calculus
Morris Kline
Axiomatic Set Theory
Patrick Suppes
Basic Algebra I
Nathan Jacobson
Basic Algebra II
Nathan Jacobson
Complex Variables
Stephen D. Fisher
Analysis in Euclidean Space
Kenneth Hoffman
Mathematical Foundations of Quantum Statistics
A. Y. Khinchin
Mathematics for Everyman
Egmont Colerus
Integral, Measure and Derivative
G. E. Shilov
Introduction to Formal Languages
György E. Révész
Diophantine Approximations
Ivan Niven
A Concise History of Mathematics
Dirk J. Struik
Differential Games
Rufus Isaacs
A History of Mathematical Notations
Cajori Florian
Mathematics for the Nonmathematician
Morris Kline
Concepts of Probability Theory
Paul E. Pfeiffer
Fundamentals of Scientific Mathematics
George E. Owen
The Fourth Dimension Simply Explained
Henry P. Manning
Counterexamples in Analysis
Bernard R. Gelbaum
Concepts of Modern Mathematics
Ian Stewart
Advanced Calculus
David V. Widder
Advanced Calculus
Avner Friedman
Functional Analysis
Frigyes Riesz
The Logic of Chance
John Venn
Intriguing Mathematical Problems
Oswald Jacoby
Pythagorean Triangles
Waclaw Sierpinski
Advanced Calculus
H.K Nickerson
Advanced Calculus of Several Variables
C. H. Edwards
The History of the Calculus and Its Conceptual Development
Carl B. Boyer
A Course on Group Theory
John S. Rose
Statistical Method from the Viewpoint of Quality Control
Walter A. Shewhart
An Introduction to Linear Algebra
L. Mirsky
Introduction to Mathematical Thinking
Friedrich Waismann
Variational Methods for Eigenvalue Problems
S. H. Gould
A Philosophical Essay on Probabilities
Pierre-Simon Laplace
Write Your Own Proofs
Amy Babich
Concepts of Mathematical Modeling
Walter J. Meyer