At a glance

Mathematics & Statistics Library

Math & Statistics Library new books

New books received in May 2015

New books by month received

Toeplitz approach

QA1 .R33 NO.121
Poltoratski, Alexei.
Toeplitz approach to problems of the uncertainty principle / Alexei Poltoratski.
Providence, Rhode Island : Published for the Conference Board of the Mathematical Sciences by the American Mathematical Society, [2015].

Deductive systems

QA9.54 .Z39 2014
Zawidzki, Michał.
Deductive systems and the decidability problem for hybrid logics / Michał Zawidzki.
Łódź : Łódź University Press ; Kraków : Jagiellonian University Press, 2014.

Arakelov geometry

QA242.6 .M6713 2014
Moriwaki, Atsushi.
Arakelov geometry / Atsushi Moriwaki ; translated by Atsushi Moriwaki.
Providence, Rhode Island : American Mathematical Society, 2014.

Simply rational

QA273.15 .G543 2015
Gigerenzer, Gerd.
Simply rational : decision making in the real world / Gerd Gigerenzer.
Oxford ; New York : Oxford University Press, [2015].

Large sample covariance matrices

QA279 .Y366 2015
Yao, Jianfeng.
Large sample covariance matrices and high-dimensional data analysis / Jianfeng Yao, University of Hong Kong, Zhidong Bai, Northeast Normal University, China, Shurong Zheng; Northeast Normal University, Changchun.
New York, NY : Cambridge University Press, 2015.

Numerical mathematics and computing

QA297 .C426 2013
Cheney, E. W.
Numerical mathematics and computing / Ward Cheney & David Kincaid.
Boston, MA : Brooks/Cole, Cengage Learning, ©2013.

Numbers and functions

QA300 .B88 2015
Burn, R. P.
Numbers and functions : steps into analysis / R.P. Burn.
Cambridge, United Kingdom : Cambridge University Press, [2015].

 an invitation

QA331.7 .R36 2015
Complex analysis : an invitation.
Singapore : World Scientific, 2015.

Fractional partial differential equations and their numerical solutions

QA372 .G94 2015
Guo, Boling.
Fractional partial differential equations and their numerical solutions / Boling Guo (Institute of Applied Physics and Computational Mathematics, China), Xueke Pu (Chongqing University, China), Fenghui Huang (South China University of Technology, China).
Singapore : World Scientific, [2015].

Mathematical methods in quantum mechanics

QC174.17 .S3 T47 2014
Teschl, Gerald.
Mathematical methods in quantum mechanics : with applications to Schrödinger operators / Gerald Teschl.
Providence, Rhode Island : American Mathematical Society, [2014].


New books by month received