Dynamic Matrix Product Ansatz and Bethe Ansatz Equation for Asymmetric Exclusion Process with Periodic Boundary
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概要
- 論文の詳細を見る
A new type of' dynamic matrix product ansatz is proposed. The states which satisfy the"imaginary tinae" Schr6dinger equation are represented in the forna of products of time-depexadentand time-independent rnatrices. Frozn the algebra among the matrices, the Bethe ansatz eqtuationis derived for the asymxa'xetric exclusion process and the XXZ spin chain trnder the periodicbotrndary condition.
- 社団法人日本物理学会の論文
- 1997-02-15
著者
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Wadati Miki
Department Of Physics Graduate School Science University Of Tokyo
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SASAMOTO Tomohiro
Depatment of Physics,Graduate School of Science,University of Tokyo
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WADATI Miki
Depatment of Physics,Graduate School of Science,University of Tokyo
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Sasamoto Tomohiro
Depatment Of Physics Graduate School Of Science University Of Tokyo
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Wadati Miki
Depatment Of Physics Graduate School Of Science The University Of Tokyo
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