Mathematics-Natural Sciences Library: Newest Acquisitions
New Acquisitions - January - February 2025
Last updated: 01/30/25
[Previous 6 months acquisitions]
QA MATHEMATICS
QA353.A9 A98 2024
Automorphic forms beyond GL2 : lectures from the 2022 Arizona Winter School / Ellen Elizabeth Eischen, Wee Teck Gan, Aaron Pollack, Zhiwei Yun, Hang Xue, editor. [2024].
QA372 .G47 2024
Gesztesy, Fritz. Sturm-Liouville operators, their spectral theory, and some applications. [2024]. Gift of the Beckman Fund.
QA564 .C663 2021
Conference on Compactifications, Configurations, and Cohomology (2021 : Boston, Mass.) / Peter Crooks, Alexander I. Suciu, editors. [2023].
QA564 .G877 2024
Grothendieck, Alexandre. Résidus et dualité : prénotes pour un «séminaire Hartshorne». 2024.
QA564 .K3913 2024
Kawamata, Yūjirō. Algebraic varieties : minimal models and finite generation. 2024.
QA564 .R427 2022
Recent developments in algebraic geometry : to Miles Reid for his 70th birthday / edited by Hamid Abban, Loughborough University, Gavin Brown, University of Warwick, Alexander Kasprzyk, University of Nottingham, Shigefumi Mori, Kyoto University. [2022].
QA649 .O76 2024
Ornea, Liviu. Principles of locally conformally Kähler geometry. [2024].
SERIES
Sukochev, F. A. The Connes character formula for locally compact spectral triples. [2023]. (Asterisque, v. 445) PERIOD. v. 445
Bruggeman, Roelof. Representations of SU(2,1) in Fourier term modules. [2023]. (Lecture Notes in Mathematics, v. 2340) PERIOD. v. 2340
Breuil, Christophe. Sur un probleme de compatibilite local-global localement analytique. [2023]. (Memoirs of the American Mathematical Society, no. 1442) PERIOD. no. 1442
QC PHYSICS
QC174.17.S9 S65 2025
Smilga, Andrei. Witten index. [2025]. Gift of the Beckman Fund.
QC174.52.C66 G38 2024
Gabriel, Franck. Lattice models and conformal field theory. [2024].
QC174.7 .T67 2023
Topics in statistical mechanics / Cédric Boutillier, Béatrice de Tilière, Kilian Raschel (eds.) [2023].
QC793.5.Q252 S58 2024
Shuryak, E. V. Quark-gluon plasma, heavy ion collisions and hadrons. [2024].