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Awesome Math Books

russianmathbooks.com - Our English editions of classical Russian mathematics books (commercial).

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A curated collection of some of the best mathematics books ever written β€” spanning classical foundations, probability, analysis, geometry, and problem-solving texts used by mathematicians, scientists, engineers, and AI researchers.

Free resources first; our paid editions are marked separately.

Go to the free collection: Math | All subjects

Our Mathematics Editions (Commercial)

Some linked library records in the free collection offer borrowing or previews rather than unrestricted downloads.

English editions published by Northern Star Academic Press at russianmathbooks.com. These are paid books, separate from the free-resource collection below.

Other editions:

Browse the full catalogue at russianmathbooks.com | Mathematics bundles


Table of Contents

Math

  1. Probability - First Steps by E.S. Wentzel πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  2. Applied Problems in Probability Theory by Wentzel and Ovcharov
  3. Principles of Mathematical Analysis by Walter Rudin
  4. What Is Mathematics? by Richard Courant and Herbert Robbins
  5. Introduction to matrix analysis by Richard Bellman
  6. Combinatorial mathematics for recreation Vilenkin
  7. Challenging mathematical problems with elementary solutions, Volume I, Combinatorial Analysis and Probability Theory Yaglom & Yaglom
  8. Collection of problems in probability theory by Meshalkin
  9. Algebra by Gelfand and Shen
  10. Kolmogorov Complexity and Algorithmic Randomness by Shen, Uspensky, Vereschagin
  11. Mathematical Analysis – A Brief Course For Engineering Students by A.F . Bermant; I. G. Aramanovich
  12. A Collection of Problems on a Course of Mathematical Analysis by Berman
  13. Higher Mathematics ( Part 1) – for Engineering Students Part 1. Linear Algebra and Fundamentals of Mathematical Analysis by A. V. Efimov; B. P. Demidovich
  14. Mathematical Analysis In Questions And Problems by B. F. Butuzov (Ed.); N. Ch. Krutitsknyn; G. N. Medvedev; A. A. Shishkin
  15. Mathematical Handbook – Elementary Mathematics by M. Vygodsky
  16. Foundations of The Theory of Probability by A.N. Kolmogorov πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  17. Operations research pdf by Elena Wentzel
  18. Measure, Lebesgue Integrals and Hilbert Space by Kolmogorov and Fomin. Alternative link (MEGA)
  19. The method of mathematical induction by Sominskii
  20. Methods Of Solving Problems in High School Mathematics by A. G. Tsypkin; A. I. Pinsky ; V. I. Blagodatskikh (Editor)
  21. Mathematical Handbook – Higher Mathematics by Vygodsky
  22. Differential and Integral Calculus (Volumes 1 & 2) volume 1 volume II by Piskunov
  23. Higher Mathematics For Beginners And Its Application To Physics by Zeldovich
  24. Calculus: Basic Concepts for High Schools by Tarasov
  25. Differential Equations and the Calculus of Variations pdf by Elsgolts
  26. The World is Built on Probability by Lev Tarasov
  27. Problems In Probability Theory, Mathematical Statistics And Theory Of Random Functions by Sveshnikov
  28. Probability And Information by Yaglom and Yaglom
  29. An Elementary Introduction to The Theory of Probability by Gnedenko, Khinchin
  30. Theory of Probability pdf by Gnedenko πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  31. Fundamentals of Linear Algebra and Analytical Geometry pdf by Bugrov, Nikolsky
  32. Higher Mathematics ( Part 1) – for Engineering Students Part 1. Linear Algebra and Fundamentals of Mathematical Analysis by A. V. Efimov; B. P. Demidovich
  33. Linear Algebra with Elements of Analytic Geometry by Solodovnikov, Toropova
  34. Linear Algebra And Multi Dimensional Geometry by Efimov, Rozendorn
  35. Linear Algebra: Problems Book pdf by Ikramov
  36. Linear Algebra by Voyevodin. Alternative link (MEGA)
  37. Problems in Linear Algebra pdf by Proskuryakov
  38. Analytical Geometry by Pogorelov
  39. Problems In Analytic Geometry by D. Kletenik
  40. A Collection Of Problems (Higher Mathematics) by Bugrov, Nikolsky
  41. Mathematical Analysis – Functions, Limits, Series, Continued Fractions by Lyusternik, Yanpol'skii (Eds.)
  42. Ordinary Differential Equations by Pontryagin
  43. Mathematical Analysis In Questions And Problems by B. F. Butuzov (Ed.); N. Ch. Krutitsknyn; G. N. Medvedev; A. A. Shishkin
  44. A Course on Mathematical Analysis by Khinchin
  45. A Course of Mathematical Analysis Volume 1 Volume 1 pdf Volume 2 Volume 2 pdf
  46. Introductory probability theory by Yuri Rozanov
  47. Differential And Integral Calculus by Piskunov
  48. Linear algebra by Shilov
  49. Mathematics for computer science by Lehman, Leighton, Meyer (MIT)
  50. Introduction to the theory of probability and statistics by Niels Arley and Rander Buch
  51. Introduction To Mathematical Probability by Uspensky
  52. An introduction to linear algebra and tensors by Akivis and Goldberg
  53. Calculus Of Variations by I.M. Gelfand; S.V. Fomin
  54. Introductory Real Analysis by Kolmogorov and Fomin πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  55. Elementary Mathematics ( Selected Topics And Problem Solving) by G. Dorofeev; M. Potapov; N. Rozov
  56. A Brief Course Of Higher Mathematics by V.A. Kudryavtsev and Demidovich
  57. The Moscow Puzzles by Boris A. Kordemsky
  58. Differential Equations And The Calculus Of Variations by L. Elsgolts
  59. Problem Book In High School Mathematics by Prilepko
  60. Problems In Mathematics With Hints And Solutions by V. Govorov; P. Dybov; N. Miroshin; S. Smirnova
  61. The USSR Olympiad Problem Book by D. O. Shklarsky; N. N. Chentzov; I. M. Yaglom
  62. Fourier Series by G.P. Tolstov
  63. Mathematical Aspects Of Computer Engineering by V.P. Maslov (Ed.); K.A. Volosov ( Ed.)
  64. Higher Mathematics ( Part 1) - for Engineering Students Part 1. Linear Algebra and Fundamentals of Mathematical Analysis by A. V. Efimov; B. P. Demidovich
  65. Inequalities (Little Mathematics Library) by P. P. Korovkin
  66. High School Mathematics Part 1 by G. N. Yakovlev ( Ed.) πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  67. High School Mathematics Part 2 by G. N. Yakovlev ( Ed.) πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  68. Solving Problems In Algebra And Trigonometry by V. Litvinenko; A. Mordkovich
  69. Fundamentals Of Mathematical Analysis, Part I by Ilyin, Poznyak
  70. Fundamentals Of Mathematical Analysis, Part II by Ilyin, Poznyak
  71. Questions And Problems In High School Mathematics by L. A. Kondratyeva; V. S. Solomonik
  72. Differential And Integral Calculus Volume 2 by N. Piskunov
  73. Solving Problems In Geometry by V. Gusev; V. Litvinenko; A. Mordkovich
  74. Sequences, Combinations, Limits (Library of School Mathematics Vol. 3) by S.I. Gelfand; M.L. Gerver; N.N. Konstantinov; A. G. Kushnirenko; A.A. Kirillov
  75. Worked Problems In Applied Mathematics by N. N. Lebedev; I. P. Skalskaya; Y. S. Uflyand
  76. Limits And Continuity ( Pocket Mathematical Library) by P. P. Korovkin
  77. Theory of Matrices, Volume I by Gantmacher πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  78. Theory of Matrices, Volume II by Gantmacher πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  79. Elements Of Applied Mathematics YA. B. Zeldovich, A. D. Myskis
  80. Computational Mathematics by B. P. Demidovich; I. A. Maron
  81. A Course Of Mathematical Analysis by A. Ya. Khinchin πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  82. Geometric Transformations 1 by I. M. Yaglom
  83. Problems In Plane Geometry ( Science For Everyone) by I. F. Sharygin
  84. Trigonometric Functions - Problem Solving Approach by A. Panchishkin, E. Shavgulidze
  85. Measure And Derivative A Unified Approach by G.E. Shilov; B.L. Gurevich
  86. Higher Algebra by A. Kurosh
  87. Mathematical Logic by Yu. L. Ershov, E. A. Palyutin
  88. Problems And Exercises In Integral Equations by M. Krasnov, A. Kiselev, G. Makarenko
  89. Continued Fractions by A. Ya. Khinchin
  90. Elements Of Number Theory by I. M. Vinogradov
  91. Vector Analysis by M.L. Krasnov; A.I. Kiselev; G.I. Makarenko.
  92. Differentiation Explained ( Little Mathematics Library) by V. G. Boltyansky
  93. Generalized Functions Vol 1 Properties And Operations by I. M. Gelfand; G. E. Shilov
  94. Geometry by E. Z. Shuvalova
  95. Problems In Elementary Mathematics by Lidsky, Ovsyannikov, Tuliakov and Shabunin
  96. Learn Limits Through Problems! Pocket Mathematical Library Workbook 2 by S. I. Gelfand; M. L. Gerver; A. A. Kirillov; N. N. Konstantinov; A.G. Kushnirenko
  97. Introduction To Topology by Yu. Borisovich; N. Bliznyakov; Ya. Izrailevich; T. Fomenko
  98. Challenging Mathematical Problems With Elementary Solutions Vol. 1 by A. M. Yaglom; I. M. Yaglom
  99. mathematics can be fun-1 by Yakov Perelman β†’ See also our English edition of Entertaining Arithmetic (commercial, russianmathbooks.com).
  100. Worked Problems In Applied Mathematics by N. N. Lebedev; I. P. Skalskaya; Y. S. Uflyand pdf
  101. Selected Problems On Discrete Mathematics by G. P. Gavrilov; A. A. Sapozhenko
  102. Mistakes in Geometric Proofs by Dubnov
  103. Mathematical Problems And Puzzles from the Polish Mathematical Olympiads (Popular Lectures in Mathematics Vol 10) by Straszewicz
  104. One Hundred Problems In Elementary Mathematics (Popular Lectures in Mathematics Vol. 7) by Steinhaus
  105. Mathematical Foundations of Statistical Mechanics by A. I. Khinchin.
  106. A Problem Book In Algebra by Krechmar
  107. Algebra by Serge Lang
  108. Interpretations Of Probability by Khrennikov (2003)
  109. Applied Probability by Paul Pfeiffer
  110. Introduction to probability by John Freund
  111. Probability by Leo Breiman
  112. A Treatise of Probability by John Maynard Keynes
  113. Geometrical probability by Kendall & Moran
  114. Problems In Linear Algebra by I. V. Proskuryakov
  115. Linear Algebra by V. V. Voyevodin
  116. Linear algebra with applications by Keith Nicholson
  117. Calculus by Spivak
  118. Introductory Calculus Textbook Collection by Michael Spivak
  119. Mathematics for Machine Learning by Marc Peter Deisenroth, A. Aldo Faisal, Cheng Soon Ong
  120. Fundamentals Of Linear Algebra And Analytical Geometry by Bugrov and Nikolsky
  121. An Algebra for Secondary Schools by Earle Raymond Hedrick (1908)
  122. Linear Algebra with Elements of Analytic Geometry by A.S. Solodovnikov, G.A. Toropova
  123. Pure mathematics, Part I by Frank Gerrish
  124. Pure mathematics, Part II by Frank Gerrish
  125. Calculus of a Single Variable
  126. The Colossal Book Of Mathematics by Martin Gardner
  127. Calculus Made Easy by Silvanus P. Thompson
  128. Book Of Proof by Richard H. Hammack
  129. Problems In Higher Mathematics by V. P. Minorsky
  130. Complete solutions manual for Stewart's calculus
  131. Methods Of Solving Problems In High School Mathematics by A. G. Tsypkin; A. I. Pinsky
  132. Trigonometric Functions - a problem solving approach by Panchishkin and Shavgulidze
  133. Vector Analysis by M.L. Krasnov; A.I. Kiselev; G.I. Makarenko.
  134. Learn Limits Through Problems! ( Pocket Mathematical Library Workbook 2) by S. I. Gelfand; M. L. Gerver; A. A. Kirillov; N. N. Konstantinov; A.G. Kushnirenko
  135. Sequences And Combinatorial Problems ( Pocket Mathematical Library Workbook 1) by S. I. Gelfand; M. L. Gerver; A. A. Kirillov; N. N. Konstantinov; A.G. Kushnirenko
  136. Introductory Mathematics Books by Israel M. Gelfand - Collection by Israel M. Gelfand
  137. Problems in the calculus, with formulas and suggestions by Leib, David D. (David Deitch) (1915)
  138. Linear Algebra A Course for Physicists and Engineers by Arak M. Mathai, Hans J. Haubold
  139. A history of mathematics by Boyer, Carl
  140. Fourier series by Tolstov
  141. Problems In Elementary Mathematics For Home Study by N. Antonov; M. Vygodsky; V. Nikitin; A. Sankin
  142. Introduction to algebra by Kostrikin, A. I. (AlekseΔ­ Ivanovich)
  143. Selected Problems And Theorems In Elementary Mathematics by D. O. Shklyarsky, N. N. Chentsov, I. M. Yaglom
  144. Introduction To Physics ( 2nd Ed.) by A. Kitaigorodsky
  145. Problems in geometry by Modenov
  146. A Brief Course In Analytic Geometry by Yefimov
  147. Lectures On The Theory Of Functions Of A Complex Variable by Yu. V. Sidorov, M. V. Fedoryuk, M. I. Shabunin
  148. Problems in Mathematical Statistics by G. I. Ivchenko, Yu. I. Medvedev, A. V. Chistyakov
  149. Lectures In Geometry Semester I Analytic Geometry by M. Postnikov
  150. Lectures In Geometry: Semester II - Linear Algebra And Differential Geometry by M. Postnikov
  151. Elementary real and complex analysis by Shilov
  152. Mathematical Analysis - Differentiation And Integration by I. G. Aramanovich; R.S.Guter; L.A.Lyusternik; I.L. Raukhvarger; M. I. Skanavi; A. R.Yanpol'skii
  153. Optimal control by Alekseev, Tikhomirov and Fomin.
  154. An Introduction To Information Theory by Reza, Fazlollah M.
  155. The Essence of Mathematics Through Elementary Problems by Alexandre Borovik and Tony Gardiner;
  156. Advanced Problems in Mathematics Preparing for University by Stephen Siklos
  157. Concrete Mathematics by Donald Knuth
  158. Sequences, Combinations, Limits (Library of School Mathematics) by S.I. Gelfand; M.L. Gerver; N.N. Konstantinov; A. G. Kushnirenko; A.A. Kirillov
  159. Problems In Differential Geometry And Topology by A. S. Mishchenko, Yu. P. Solovyev, A. T. Fomenko
  160. 250 problems in elementary number theory by WacΕ‚aw SierpiΕ„ski
  161. Theory Of Markov Processes by Dynkin
  162. Markov processes theorems and problems Dynkin and Yushkevich
  163. Problems In Descriptive Geometry by Arustamov
  164. Mathematics Its Contents Methods And Meaning Vol 1 2 and 3 by Aleksandrov, Kolmogorov and Lavren'iev
  165. Solving Problems In Algebra And Trigonometry by V. Litvinenko; A. Mordkovich
  166. Linear Algebra Problem Book by Paul Halmos
  167. Higher Mathematics for Beginners and Its Application to Physics – Yakov Zeldovich (1973)
  168. A Course Of Mathematical Analysis Vol 1 by S. M. Nikolsky (MIPT core mathematical analysis textbook) πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  169. A Course Of Mathematical Analysis Vol 2 by S. M. Nikolsky (MIPT core mathematical analysis textbook) πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  170. Problems In Elementary Mathematics by V. Lidsky, L. Ovsyannikov, A. Tuliakov and M. Shabunin. Alternative record. A problem-solving companion that ranges across calculus, algebra, and geometry. Offers clear solutions and is perfect for deepening mathematical intuition.
  171. A Course of Higher Mathematics (Vol. 1–5) by V. I. Smirnov. Catalogue search for available volumes covering analysis, differential equations, and complex function theory.
  172. The Man Who Counted – Malba Tahan. Alternative record. A mathematical Arabian Nights: enjoy fables packed with number theory, logic, and elegant problem-solving.
  173. The Universal History of Numbers by Georges Ifrah. A global, epic journey through how human beings invented and evolved number systemsβ€”brilliant and sweeping.
  174. Zero: The Biography of a Dangerous Idea by Charles Seife. A deep dive into the philosophical and mathematical impact of the number zero, from ancient India to modern physics.
  175. A History of Pi by Petr Beckmann. A quirky, passionate account of Ο€ through the agesβ€”this cult classic blends math with snark and drama.
  176. The Triumph of Numbers by I. B. Cohen. A concise but rich account of how numerical thinking reshaped economics, science, and society.
  177. Mathematical Analysis - Differentiation And Integration by I. G. Aramanovich; R.S.Guter; L.A.Lyusternik; I.L. Raukhvarger; M. I. Skanavi; A. R.Yanpol'skii
  178. Mathematical Analysis For School Students by Lev Pontryagin
  179. Elementary Mathematics ( Selected Topics And Problem Solving) by G. Dorofeev; M. Potapov; N. Rozov
  180. Worked Problems In Applied Mathematics by N. N. Lebedev; I. P. Skalskaya; Y. S. Uflyand
  181. Apostol's Calculus,Volume 1, Caltech core math textbook by Tom M. Apostol
  182. Apostol's Calculus,Volume 2, Caltech core math textbook by Tom M. Apostol
  183. General Topology by John Kelley
  184. A history of probability and statistics and their applications before 1750 by Andres Hald
  185. The rise of statistical thinking, 1820-1900
  186. Problems In Plane Geometry by Sharygin
  187. Probability Theory And Mathematical Statistics by Klimov
  188. Love And Mathematics Sofya Kovalevskaya by Pelageya Kochina
  189. Probability : a survey of the mathematical theory by John Lamperti
  190. Probabilistic method by Alon and Spencer
  191. An Introduction to The Theory of Numbers by Hardy and Wright (1938)
  192. Introduction to number theory by Morten Risager
  193. Course of pure mathematics by Hardy (1921)
  194. Mishchenko, Fomenko A Course Of Differential Geometry And Topology
  195. Number systems by S.V. Fomin
  196. Problems In Mathematical Analysis the iconic book elite Chinese students called Jimmy.
  197. Trigonometry by Gelfand and Saul πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  198. Algebra by Gelfand and Shen πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  199. Elements Of Applied Mathematics by Zeldovich and Myskis
  200. Higher Math for Beginners by Zeldovich and Yaglom
  201. Mathematical Analysis For Engineers Vol 1 by M. Krasnov; A. Kiselev; G. Makarenko; E. Shikin
  202. Mathematical Analysis For Engineers Vol 2 by M. Krasnov; A. Kiselev; G. Makarenko; E. Shikin
  203. Limit Distributions For Sums Of Independent Random Variables by B. V. Gnedenko; A. N. Kolmogorov πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  204. Random Walks by E. B. Dynkin; V. A. Uspenskii
  205. Three Pearls Of Number Theory by A. Y. Khinchin πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  206. Eight Lectures on Mathematical Analysis by A. Ya. Khinchin
  207. Mathematical Foundations of Quantum Statistics by A. Ya. Khinchin
  208. Mathematical Problems: An Anthology (Pocket Mathematical Library) by E. B. Dynkin; S. A. Molchanov et al.
  209. Generalized Functions Vol 2 Spaces Of Fundamental And Generalized Functions by I. M. Gelfand; G. E. Shilov
  210. Generalized Functions Vol 3 Theory Of Differential Equations by I. M. Gelfand; G. E. Shilov
  211. Generalized Functions Vol 4 Applications Of Harmonic Analysis by I. M. Gelfand; N. Ya. Vilenkin
  212. Generalized Functions Vol 5 Integral Geometry And Representation Theory by I. M. Gelfand; M. I. Graev; N. Ya. Vilenkin
  213. Calculus of Rational Functions (Little Mathematics Library) by G. E. Shilov
  214. Introduction To Mathematical Probability by J.V. Unspenskii
  215. Elements of the Theory of Functions and Functional Analysis by A.N. Kolmogorov and S.V. Fomin
  216. Multiple Integrals, Field Theory and Series by B.M. Budak and S.V. Fomin
  217. Functions and Graphs by I.M. Gelfand, E.G. Glagoleva and E.E. Shnol
  218. Generalized Functions, Vol. 6: Representation Theory and Automorphic Forms by I.M. Gelfand, M.I. Graev and I.I. Pyatetskii-Shapiro
  219. A Problem Book in Mathematical Analysis by G.N. Berman
  220. Partial Differential Equations by V.P. Mikhailov
  221. Advanced Mathematics for Engineers: Special Courses by A.D. Myskis
  222. Introductory Mathematics for Engineers: Lectures in Higher Mathematics by A.D. Myskis
  223. Elementary Mathematics: A Review Course by V.V. Zaitsev, V.V. Ryzhkov and M.I. Skanavi
  224. Basic Analysis: Introduction to Real Analysis by Jiri Lebl
  225. Algorithmic Graph Theory by David Joyner;Minh Van Nguyen;Dr Nathann Cohen
  226. Higher Mathematics In Problems And Exercises - Part 1 by P.E. Danko; A.G. Popov; T.Ya. Kozhevnikova
  227. Higher Mathematics In Problems And Exercises Part 2 by P.E. Danko; A.G. Popov; T.Ya. Kozhevnikova
  228. Applied Finite Mathematics by Rupinder Sekhon
  229. Systems of Linear Inequalities (Little Mathematics Library) by A. S. Solodovnikov.
  230. Godels Incompleteness Theorem (Little Mathematics Library) by V. A. Uspensky
  231. Commutative Normed Rings by I. Gelfand; D. Raikov; G. Shilov
  232. Solid Analytical Geometry And Determinants by Dresden, Arnold
  233. The Monte-Carlo Method (Little Mathematics Library) by I. M. Sobol
  234. Solving Equations in Integers (Little Mathematics Library) by A. O. Gelfond
  235. The Fundamental Theorem of Arithmetic (Little Mathematics Library) by L. A. Kaluzhnin
  236. Areas and Logarithms (Little Mathematics Library) by A. I. Markushevich
  237. Plotting Graphs (Little Mathematics Library) by G. E. Shilov
  238. Fascinating Fractions (Little Mathematics Library) by N. M. Beskin
  239. Complex Numbers and Conformal Mappings (Little Mathematics Library) by A. I. Markushevich
  240. Elements of Game Theory (Little Mathematics Library) by Ye. S. Venttsel
  241. Method of Coordinates (Little Mathematics Library) by A. S. Smogorzhevsky
  242. Dividing A Line Segment in Given Ratio (Little Mathematics Library) by N. M. Beskin
  243. Remarkable Curves (Little Mathematics Library) by A. I. Markushevich
  244. Algebraic Equations of Arbitrary Degree (Little Mathematics Library) by A. G. Kurosh
  245. Mathematical Analysis ( Advanced Topics) - Part 2 - Application Of Some Methods Of Mathematical And Functional Analysis by A. V. Efimov; Yu. G. Zolotarev; V. M. Terpigoreva
  246. Elements Of Higher Mathematics - For High School Students by D. K. Faddeev; M. S. Nikulin; I. F. Sokolovsky
  247. Analytic Geometry by V. A. Ilyin; E. G. Poznyak
  248. Higher Geometry by Efimov, N. V.
  249. Computational Mathematics - Worked Examples and Problems With Elements of Theory by N.V. Kopchenova; I. A. Maron
  250. Higher Mathematics by V. S. Shipachev
  251. The Matrix Cookbook by Kaare Brandt Petersen and Michael Syskind Pedersen
  252. Straight Lines and Curves by N. Vasilyev; V. Gutenmacher
  253. Measure, Integration & Real Analysis by Sheldon Axler
  254. Combinatorics by Joy Morris
  255. Algebra And Elements Of Mathematical Analyis by A.G. Mordkovich
  256. Differential And Integral Calculus ( Higher Mathematics Vol. 2) by Ya.S. Bugrov; S.M. Nikolsky
  257. Linear Algebra by Benjamin McKay
  258. Functions Of A Complex Variable, Operational Calculus, and Stability Theory (Problems and Exercises) by M.L. Krasnov; A.I. Kiselev; G.I. Makarenko
  259. Problems And Exercises In The Calculus Of Variations by M.L. Krasnov; G. I. Makarenko; A.I. Kiselev
  260. Plane Trigonometry by Dresden, Arnold
  261. Computational Methods Of Linear Algebra by V. N. Faddeeva
  262. Linear Algebra Done Right by Sheldon Axler
  263. Algebra Can Be Fun by Yakov Perelman
  264. Linear Algebra by Jim Hefferon
  265. A First Course in Linear Algebra by Kenneth Kuttler and the Lyryx Learning team
  266. Linear Algebra Done Wrong by Sergei Treil
  267. Elements of Abstract and Linear Algebra by Edwin H. Connell
  268. Categories and Groupoids by P. J. Higgins
  269. Notes on Combinatorics by Peter J. Cameron
  270. Lecture Notes on Operator Algebras by John M. Erdman
  271. Basic Concepts of Mathematics by Elias Zakon
  272. forall x: Calgary (An Introduction to Formal Logic) by Open Logic Project
  273. Proofs and Concepts: the fundamentals of abstract mathematics by Dave Witte Morris and Joy Morris
  274. Logic and Proof by Jeremy Avigad and collaborators
  275. Sets, Logic, Computation by Open Logic Project
  276. An Introduction to Set Theory by William A. R. Weiss
  277. Proofs and Types by Jean-Yves Girard, Yves Lafont, and Paul Taylor
  278. Intuitionistic Type Theory by Per Martin-Lof
  279. Homotopy Type Theory by The Univalent Foundations Program
  280. Introduction to Category Theory and Categorical Logic by Thomas Streicher
  281. Category Theory for Computing Science by Michael Barr and Charles Wells
  282. Basic Concepts of Enriched Category Theory by G. M. Kelly
  283. Abstract and Concrete Categories: The Joy of Cats by Jiri Adamek, Horst Herrlich, and George E. Strecker
  284. Category Theory in Context by Emily Riehl
  285. Notes on Finite Group Theory by Peter J. Cameron
  286. Foundations of Module and Ring Theory by Robert Wisbauer
  287. Fields and Galois Theory by J. S. Milne
  288. Discrete Mathematics: An Open Introduction by Oscar Levin
  289. Lecture Notes in Real Analysis by Eric Sawyer
  290. Modern Real Analysis by William P. Ziemer, with contributions by Monica Torres
  291. An Introduction to Functional Analysis
  292. Functional Analysis: Lecture Notes by Jeffrey Schenker
  293. Ordinary Differential Equation by Alexander Grigor'yan
  294. Elementary Differential Equations by William F. Trench
  295. Elementary Differential Equations With Boundary Value Problems by William F. Trench
  296. Notes on Diffy Qs: Differential Equations for Engineers by Jiri Lebl
  297. Notes on Partial Differential Equations by John K. Hunter
  298. Introduction to Numerical Analysis by Doron Levy
  299. Numerical Analysis (Second Edition) by L. Ridgway Scott
  300. Lectures in Basic Computational Numerical Analysis by James M. McDonough
  301. Fundamentals of Numerical Computation by Tobin A. Driscoll and Richard J. Braun
  302. Toposes, Triples and Theories by Michael Barr and Charles Wells
  303. Linear algebra notes by David A. Santos

Our mathematics books at russianmathbooks.com (commercial)

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  2. Pattern recognition and machine learning by Christopher Bishop (Microsoft Research)
  3. An introduction to statistical learning by James, Witten, Hastie, Tibshirani, and Taylor
  4. Probabilistic Machine Learning: An Introduction by Kevin Patrick Murphy
  5. Probabilistic Machine Learning: Advanced Topics by Kevin Patrick Murphy
  6. Understanding Machine Learning: From Theory to Algorithms by Shai Shalev-Shwartz and Shai Ben-David
  7. Foundations of Machine Learning by Mehryar Mohri, Afshin Rostamizadeh, and Ameet Talwalkar
  8. Information Theory, Inference, and Learning Algorithms by David J. C. MacKay
  9. Foundations of Data Science by Avrim Blum, John Hopcroft, and Ravindran Kannan
  10. Learning Theory from First Principles by Francis Bach

Physics

  1. Problems in General Physics by Irodov
  2. Fundamental Laws of Mechanics by Irodov
  3. Handbook Of Physics by Yavorsky and Detlaf
  4. Problems In General Physics by V. S. Wolkenstein
  5. A Collection Of Questions And Problems In Physics by Sens
  6. Basic Laws Of Electromagnetism by I. E. Irodov
  7. Fundamentals of physics by Yavorski and Pinsky
  8. Collected Problems In Physics by S. Kozel; E. Rashda; S. Slavatinskii πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  9. General Methods For Solving Physics Problems by B. S. Beliko
  10. Basic Electricity And Electronics by V. S. Popov; S. A. Nikolaev
  11. Selected Problems On Physics by S. P. Myasnikov, T. N. Osanova
  12. Collection Of Problems In Classical Mechanics by G. L. Kotkin; V. G. Serbo
  13. Lectures in analytical mechanics by Felix Gantmacher πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  14. Physics for Everyone - Book 1 - Physical Bodies by L. D. Landau, A. I. Kitaigorodsky
  15. Elementary textbook on physics, Volumes I-III by Landsberg
  16. Problems in undergraduate physics by Strelkov and Yakovlev
  17. Physics - a general course, Volumes I-III by Savelyev πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  18. Electricity And Magnetism by A. N. Matveev
  19. Questions And Answers In School Physics by L. V. Tarasov, A. Tarasova
  20. Theoretical Mechanics by N. G. Chetaev
  21. Basic Concepts Of Quantum Mechanics by L. V. Tarasov
  22. Berkeley physics course, Part I, Mechanics by Charles Kittel
  23. Berkeley physics course, Part II Electricity and Magnetism by Charles Kittel
  24. Lectures In Analytical Mechanics by F. Gantmacher
  25. Higher Mathematics for Beginners and Its Application to Physics – Yakov Zeldovich (1973)
  26. Equations of Mathematical Physics – V. S. Vladimirov (1971)
  27. A Collection of Problems on the Equations of Mathematical Physics – A. V. Bitsadze & D. F. Kalinichenko (1981)
  28. Generalized Functions in Mathematical Physics – V. S. Vladimirov (1979)
  29. Fun with Maths and Physics – Yakov Perelman β†’ See our Entertaining Arithmetic translation (commercial, russianmathbooks.com).
  30. Lectures In Analytical Mechanics by F. Gantmacher πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  31. Collected Problems in Physics S. Kozel; E. Rashda; S. Slavatinskii πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  32. Physics In Your Kitchen Lab by Kikoin
  33. Collected papers of Landau πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  34. Science for Everyone – Aptitude Test Problems in Physics edited by Krotov
  35. Problems In Elementary Physics by B. Bukhovtsev, V. Krivchenkov, G. Myakishev, and V. Shalnov
  36. The Feynman Lectures on Physics πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  37. Mechanics And Theory Of Relativity by A. N. Matveev
  38. Electrodynamics by Yu. V. Novozhilov, Yu. A. Yappa.
  39. Laser Physics by L. V. Tarasov
  40. Key Problems of Physics and Astrophysics by V. L. Ginzburg
  41. A Physicist's ABC of Plasma Physics by L. A. Artsimovich
  42. Chaos: Classical and Quantum by Predrag Cvitanovic and collaborators

Probability

  1. Probability : a survey of the mathematical theory by John Lamperti πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  2. Probabilistic method by Alon and Spencer πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  3. An Introduction To Probability Theory and Its Applications volume 1 by William Feller
  4. Lady Luck : the theory of probability
  5. Probability and Statistics
  6. The Calculus of Probabilities (1900) by A.A. Markov. Our edition (commercial), available at russianmathbooks.com.
  7. Introduction To Mathematical Probability by J.V. Unspenskii
  8. Probability and Stochastic Processes with Applications by Oliver Knill
  9. Introduction to Probability by Charles M. Grinstead and J. Laurie Snell
  10. Introduction to Probability for Data Science by Stanley H. Chan
  11. Bayesian Data Analysis by Andrew Gelman and coauthors
  12. Computer Age Statistical Inference: Algorithms, Evidence and Data Science by Bradley Efron and Trevor Hastie
  13. Lecture Notes on Statistical Theory by Ryan Martin
  14. Lectures on Statistics by William G. Faris
  15. Lectures on Algebraic Statistics by Mathias Drton, Bernd Sturmfels, and Seth Sullivant
  16. An Introduction to Stochastic Processes in Continuous Time by Flora Spieksma, adapting a text by Harry van Zanten
  17. Markov Chains and Mixing Times by David A. Levin and Yuval Peres, with Elizabeth L. Wilmer
  18. An Introduction to Measure Theory by Terence Tao
  19. Applied Stochastic Processes in science and engineering by Matt Scott

Econometrics

  1. Basic Econometrics by Riccardo (Jack) Lucchetti (2024)
  2. A gentle introduction to matrix calculus by Jan Magnus πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯
  3. On the concept of matrix derivative by Jan Magnus πŸ”₯πŸ”₯πŸ”₯πŸ”₯πŸ”₯

Optimization

  1. Algorithms for optimization, MIT book by Mykel Kochenderfer, Tim Wheeler
  2. Lectures on Modern Convex Optimization by Arkadii Nemirovski
  3. Lecture Notes on Optimization
  4. An introduction to optimization on smooth manifolds by Nicolas Boumal
  5. Convex Optimization by Stephen Boyd and Lieven Vandenberghe

Information_theory

  1. A first course in information theory by Raymond Yeung, Chinese University of Hong Kong
  2. Essential Coding Theory (book draft) by Venkatesan Guruswami, Atri Rudra, and Madhu Sudan

Signal_processing

  1. The Fourier Transform and its Applications
  2. Basic Vector Space Methods in Signal and Systems Theory by C. Sidney Burrus
  3. Introduction to Signal Processing by Sophocles J. Orfanidis
  4. Foundations of Signal Processing by Martin Vetterli, Jelena Kovacevic, and Vivek K. Goyal
  5. An Introduction to Statistical Signal Processing by Robert M. Gray and Lee D. Davisson

History

  1. Sonia Kovalevsky : biography and autobiography
  2. Sonya Kovalevsky - her recollections of childhood
  3. games, gods and gambling
  4. History of Mathematics
  5. The Collected Mathematical Papers of James Joseph Sylvester: Volume IV by James Joseph Sylvester
  6. The Collected Mathematical Papers of James Joseph Sylvester: Volume 2 by James Joseph Sylvester
  7. Euclid's Elements by Euclid; web edition by David E. Joyce

Why Soviet Mathematics Education Was Different

During the 20th century the USSR produced an extraordinary number of mathematicians, physicists, and engineers.

Many of them were trained using textbooks designed with a radically different philosophy from modern textbooks:

  • focus on deep conceptual understanding
  • minimal distractions
  • emphasis on logical reasoning
  • strong problem-solving culture

Books like Kiselev's Arithmetic played a central role in this tradition.


Support This Project

You can support this free collection by buying our English editions of classical Russian mathematics books at russianmathbooks.com, published by Northern Star Academic Press.

Publisher catalogue | Mathematics bundles

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