Matrix Integrals and Several Integrable Differential-Difference Systems(General)
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概要
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In this paper, the relations between three special forms of matrix integrals and their associated integrable differential-difference systems are considered. It turns out that these matrix integrals with special β=2 and 1, 4 satisfy the differential-difference KP equation, the two-dimensional Toda lattice, the semi-discrete Toda equation and their Pfaffianized systems, respectively.
- 社団法人日本物理学会の論文
- 2006-05-15
著者
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Zhao Jun-xiao
Department Of Mathematics Graduate University Of Chinese Academy Of Sciences
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Hu X‐b
Inst. Computational Mathematics And Scientific Engineering Computing Academia Sinica Beijing Chn
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Hu Xing-biao
Institute Of Computational Mathematics And Scientific Engineering Computing Academy Of Mathematics A
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Hu Xing-biao
State Key Laboratory Of Scientific And Engineering Computing Institute Of Computational Mathematics
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Hu Xing-biao
Institute Of Computational Mathematics Amss Chinese Academy Of Sciences
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LI Chun-Xia
Department of Mathematical Sciences, Tsinghua University
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Li C‐x
State Key Laboratory Of Scientific And Engineering Computing Institute Of Computational Mathematics
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Li Chun-xia
Department Of Mathematical Sciences Tsinghua University
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