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Agol, Ian (Ed.) Surveys in 3-manifold topology and geometry Somerville, Massachusetts : International Press, 2022. ix, 353 p. -- (Surveys in differential geometry ; vol. xxv) QA641 S884 | ...
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Agol, Ian (Ed.) Surveys in 3-manifold topology and geometry Somerville, Massachusetts : International Press, 2022. ix, 353 p. -- (Surveys in differential geometry ; vol. xxv) QA641 S884 | ...
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Akbulut, Selman (Ed.) Proceedings of the Gökova Geometry-Topology Conferences 2018/2019 Somerville, Massachusetts : International Press, 2020. 222 p. QA611.A1 G65 2018 |
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Alexander, Stephanie Alexandrov geometry : foundations Providence, Rhode Island : American Mathematical Society, 2024. xvii, 282 p. -- (Graduate studies in mathematics ; vol. 236) ... |
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Bartnik, Robert Selected works of Robert A. Bartnik Somerville, Massachusetts : International Press, 2021. xi, 816 p. QA29.B385 A25 2021 |
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Buchmann, Johannes Introduction to quantum algorithms Providence, Rhode Island : American Mathematical Society, 2024. xvi, 371 p. -- (Pure and applied undergraduate texts ; vol. 64) ... |
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Cao, Huai-Dong (Ed.) Advances in geometry and mathematical physics Somerville, Massachusetts : International Press, 2016. vii, 352 p. -- (Surveys in differential geometry ; vol. xxi) ... |
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Cao, Huai-Dong (Ed.) Celebrating the 50th anniversary of the Journal of Differential Geometry Somerville, Massachusetts : International Press, 2018. viii, 406 p. -- (Surveys in ... |
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Cheng, Shiu-Yuen (Ed.) Proceedings of the International Consortium of Chinese Mathematicians 2019. Volume 1 Somerville, Massachusetts : International Press, 2024. xiii, 977 p. QA1 I572 ... |
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Cushing, Jim Michael Matrix models for population, disease, and evolutionary dynamics Providence, Rhode Island : American Mathematical Society, 2024. xvi, 274 p. -- (Student mathematical ... |
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Fuchs, Shay Introduction to proofs and proof strategies Cambridge, United Kingdom ; New York, NY : Cambridge University Press, 2024. xiv, 342 p. -- (Cambridge mathematical textbooks) ... |
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Garcia, Stephan Ramon Matrix mathematics : a second course in linear algebra. 2nd ed. Cambridge, United Kingdom : Cambridge University Press, 2023. xxi, 467 p. -- (Cambridge mathematical ... |
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Goodstein, Judith R. Einstein’s Italian mathematicians : Ricci, Levi-Civita, and the birth of general relativity Providence, Rhode Island : American Mathematical Society, 2018. xiii, ... |
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Hawkins, Jane Margaret The mathematics of cellular automata Providence, Rhode Island : American Mathematical Society, 2024. xv, 228 p. -- (Student mathematical library ; vol. 108) ... |
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Huybrechts, Daniel The geometry of cubic hypersurfaces Cambridge, UK : Cambridge University Press, 2023. xvii, 441 p. -- (Cambridge studies in advanced mathematics ; vol. 206) QA573 H89 | ...
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Lee, John M. Introduction to complex manifolds Providence, Rhode Island : American Mathematical Society, 2024. xii, 361 p. -- (Graduate studies in mathematics ; vol. 244) QA649 L435 |
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Lee, Mark Chieh-Hsing The universe that rings Sommerville, Massachusetts : International Press of Boston, 2023. xiv, 147 p. QC173.52 L44 |
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Lin, Fanghua (Ed.) Lectures on the analysis of nonlinear partial differential equations Somerville, Massachusetts : International Press ; Beijing, China : Higher Education Press, 2024. ... |
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Loève, Michel Probability theory. 3rd ed. Garden City, New York : Dover Publications, 2017. xvi, 685 p. QA273 L63 2017 |
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Mackenzie, Dana What’s happening in the mathematical sciences. Volume 13 Providence , Rhode Island : American Mathematical Society, 2024. vi, 125 p. QA3 W46 v. 13 |
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Robins, Sinai Fourier analysis on polytopes and the geometry of numbers. Part I: A friendly introduction Providence, Rhode Island : American Mathematical Society, 2024. xxiii, 325 p. -- ... |
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Ross, Sheldon M. A second course in probability. 2nd ed. Cambridge : Cambridge University Press, 2023. viii, 182 p. QA273 R668 2023 |
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Serre, Jean Pierre Finite groups : an introduction. 2nd ed. Somerville, Massachusetts : International Press, 2022. xi, 177 p. QA177 S47 2022 |
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Talagrand, Michel What is a quantum field theory? : a first introduction for mathematicians Cambridge, United Kingdom : Cambridge University Press, 2022. xv, 741 p. QC174.45 T333 |
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