F. Smirnov

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19932003

most citedNew formulae for solutions of quantum Knizhnik-Zamolodchikov equations on level -4 and correlation functions

6 citations · 6 across the 1 of their papers we have counts for

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math-ph2002

Affine Jacobians of Spectral Curves and Integrable Models

F. A. Smirnov, V. Zeitlin

We explicitly construct the algebraic model of affine Jacobian of a generic algebraic curve of high genus and use it to compute the Euler characteristic of the Jacobian and investi…

math-ph2001

On quantization of affine Jacobi varieties of spectral curves

F. A. Smirnov, V. Zeitlin

A quantum integrable model related to $U_{q} (s l^(N))$ is considered. A reduced model is introduced which allows interpretation in terms of quantized affine Jacobi variety. Close…

math-ph2001

Separation of variables for quantum integrable models related to $U_{q} (s l^_{N})$

Feodor A. Smirnov

In this paper we construct separated variables for quantum integrable models related to the algebra $U_{q} (s l^_{N})$ . This generalizes the results by Sklyanin for $N = 2, 3$ .

Affine Jacobians of Spectral Curves and Integrable Models

On quantization of affine Jacobi varieties of spectral curves

Separation of variables for quantum integrable models related to Uq​(sl^N​)

Separation of variables for quantum integrable models related to $U_{q} (s l^_{N})$