【SALE/55%OFF】 新本/Random Matrices Monograph (CRM Model Six-Vertex the and 数学
新本/Random Matrices and the Six-Vertex Model (CRM Monograph,Amazon.com New Releases: The best-selling new & future,Springer Monographs in Mathematics | Book titles in this series,Springer Monographs in Mathematics | Book titles in this series,美品】カシオ 電子辞書 EX-word XD-Z4700 高校生モデル - メルカリ
ビニールシュリンクが掛かったままの、未読新本です。線形代数とグラスマン多様体。ハードカバー版。Rによる多変量解析入門 データ分析の実践と理論/川端一光(著者),岩間徳兼(著者),鈴木雅之(著者)。 著者: Pavel Bleher, Indiana University-Purdue University Indianapolis, IN, USA
Karl Liechty, University of Michigan, Ann Arbor, MI, USA
Outlining a connection from random matrices to the six-vertex model of statistical physics, Bleher and Liechty focus on the Riemann-Hilbert method for both continuous and discrete orthogonal polynomials, and applications of this approach to matrix models as well as to the six-vertex model. They cover unitary matrix ensembles, the Riemann-Hilbert problem for orthogonal polynomials, discrete orthogonal polynomials on an infinite lattice, introducing the six-vertex model, the Izergin-Korepin formula, the disordered phase, the anti-ferroelectric phase, the ferroelectric phase, and between the phases. Annotation 2014 Book News, Inc., Portland, OR (booknews.com)
著者:
Pavel Bleher, Indiana University-Purdue University Indianapolis, IN, USA
Karl Liechty, University of Michigan, Ann Arbor, MI, USA
以下、説明をAmazonから引用致します。(洋書)Integral Equations (Oxford Applied Mathematics & Computing Science Series)。ちなみにAmazonでの価格は13,142円でしたので、大変お買い得かと思います。算法通書 全三冊。
Outlining a connection from random matrices to the six-vertex model of statistical physics, Bleher and Liechty focus on the Riemann-Hilbert method for both continuous and discrete orthogonal polynomials, and applications of this approach to matrix models as well as to the six-vertex model. They cover unitary matrix ensembles, the Riemann-Hilbert problem for orthogonal polynomials, discrete orthogonal polynomials on an infinite lattice, introducing the six-vertex model, the Izergin-Korepin formula, the disordered phase, the anti-ferroelectric phase, the ferroelectric phase, and between the phases. Annotation 2014 Book News, Inc., Portland, OR (booknews.com)