Y. Stroganov

发表

Combinatorial Nature of the Ground-State Vector of the O(1) Loop Model

A. Razumov, Y. Stroganov, A. V. Razumov, 2001 .

Polynomial solutions of qKZ equation and ground state of XXZ spin chain at Δ = −1/2

P. Zinn-Justin, A. Razumov, Y. Stroganov, 2007, 0704.3542.

Combinatorial Nature of the Ground-State Vector of the O(1) Loop Model

A. Razumov, Y. Stroganov, 2001, math/0104216.

Enumeration of quarter-turn-symmetric alternating-sign matrices of odd order

A. Razumov, Y. Stroganov, 2005, math-ph/0507003.

Enumerations of half-turn-symmetric alternating-sign matrices of odd order

A. Razumov, Y. Stroganov, 2005, math-ph/0504022.

Refined Enumerations of Some Symmetry Classes of Alternating-Sign Matrices

A. Razumov, Y. Stroganov, 2004 .

On refined enumerations of some symmetry classes of ASMs

A. Razumov, Y. Stroganov, 2003, math-ph/0312071.

Observation of muon pairs in neutrino interactions at Serpukhov 70 GeV accelarator

V. P. Zhigunov, V. G. Rybakov, V. A. Smotryaev, 1977 .

Charged current neutrino interactions below 30 GeV

V. P. Zhigunov, V. A. Smotryaev, L. A. Klimenko, 1978 .

Bethe equations “on the wrong side of the equator”

Y. Stroganov, G. Pronko, 1998, hep-th/9808153.

Hidden symmetry of free fermion model. II. Partition function

Y. Stroganov, V. Bazhanov, 1985 .

Further Search for Muonic Pairs in the Neutrino and Antineutrino Beams at the IHEP 70 GeV Accelerator

V. P. Zhigunov, V. G. Rybakov, V. A. Smotryaev, 1977 .

Hidden symmetry of free fermion model. III. Inversion relations

Y. Stroganov, V. Bazhanov, 1985 .

Elliptic solution for modified tetrahedron equations

Y. Stroganov, V. Mangazeev, 1993, hep-th/9305145.

Bethe roots and refined enumeration of alternating-sign matrices

A. Razumov, Y. Stroganov, A. Razumov, 2006, math-ph/0605004.

Spin chains and combinatorics

A. Razumov, Y. Stroganov, 2000, cond-mat/0012141.

The importance of being odd

Y. Stroganov, 2000, cond-mat/0012035.

Free fermions on a three-dimensional lattice and tetrahedron equations

Y. Stroganov, V. Bazhanov, 1984 .

The vertex formulation of the Bazhanov-Baxter model

Y. Stroganov, S. Sergeev, V. Mangazeev, 1995, hep-th/9504035.

(ZN×)n−1 generalization of the chiral Potts model

R. Kashaev, Y. Stroganov, V. Bazhanov, 1991 .

Chiral Potts model as a descendant of the six-vertex model

Y. Stroganov, V. Bazhanov, 1990 .

A new example of a quantum mechanical problem with a hidden symmetry

Y. Stroganov, G. Pronko, 1976 .

XXZ Spin Chain with the Asymmetry Parameter Δ = −1/2: Evaluation of the Simplest Correlators

Y. Stroganov, 2001 .

A possible combinatorial point for the XYZ spin chain

A. Razumov, Y. Stroganov, 2009, 0911.5030.

The wavefunctions for the free-fermion part of the spectrum of the SUq(N) quantum spin models

F. C. Alcaraz, Y. Stroganov, F. C. Alcaraz, 2002, cond-mat/0212475.

Finite Size XXZ Spin Chain with Anisotropy Parameter Δ= $$ \frac{1} {2} $$

V. Fridkin, D. Zagier, Y. Stroganov, 2000, nlin/0010021.

Minimal models of integrable lattice theory and truncated functional equations

A. Belavin, Y. Stroganov, 1999 .

LETTER TO THE EDITOR: Ground state of the quantum symmetric finite-size XXZ spin chain with anisotropy parameter Delta = ½

V. Fridkin, D. Zagier, Y. Stroganov, 1999, hep-th/9912252.

New conjecture for the SUq(N) Perk–Schultz models

F. C. Alcaraz, Y. Stroganov, 2004, cond-mat/0410749.

Free-Fermion Energies in the SU(N) Perk-Schultz Model

F. C. Alcaraz, Y. Stroganov, 2004 .

Quasifree States in Some One-Dimensional Quantum Spin Models

Y. Stroganov, 2004 .

Free-fermion branches in some quantum spin models

F. C. Alcaraz, Y. Stroganov, 2002, cond-mat/0205567.

The finite-size SU(3) Perk-Schultz model with deformation parameter q = exp (2iπ/3)

F. C. Alcaraz, Y. Stroganov, 2002, cond-mat/0201354.

A new calculation method for partition functions in some lattice models

Y. Stroganov, 1979 .

Families of solutions of the nested Bethe ansatz for the A2 spin chain

Y. Stroganov, G. Pronko, 1999, hep-th/9902085.

O(1) loop model with different boundary conditions and symmetry classes of alternating-sign matrices

A. Razumov, Y. Stroganov, 2005, Theoretical and Mathematical Physics.

Spin chains and combinatorics: twisted boundary conditions

A. Razumov, Y. Stroganov, 2001, cond-mat/0102247.

O(1) loop model with different boundary conditions and symmetry classes of alternating-sign matrices

A. Razumov, Y. Stroganov, 2001, cond-mat/0108103.

Bethe equations “on the wrong side of the equator”

Y. Stroganov, G. Pronko, 1998, hep-th/9808153.

KASHIWARA–MIWA MODEL AND ELLIPTIC IRF HIERARCHIES

Y. Stroganov, H. Boos, 1998 .

Conditions of commutativity of transfer matrices on a multidimensional lattice

Y. Stroganov, V. Bazhanov, 1982 .

A new class of factorized S-matrices and triangle equations

Y. Stroganov, V. Bazhanov, 1981 .

Aspects of duality and confining strings

A. Niemi, Y. Stroganov, Mauri Miettinen, 1999, hep-th/9908178.

SPATIAL SYMMETRY, LOCAL INTEGRABILITY AND TETRAHEDRON EQUATIONS IN THE BAXTER-BAZHANOV MODEL

R. Kashaev, Y. Stroganov, V. Mangazeev, 1993 .

Hidden symmetry of free Fermion model

Y. Stroganov, V. Bazhanov, 1985 .

Trigonometric and Sn symmetric solutions of triangle equations with variables on the faces

Y. Stroganov, V. Bazhanov, 1982 .

Izergin-Korepin Determinant at a Third Root of Unity

Yu. G. Stroganov, Y. Stroganov, 2006 .

Izergin-Korepin determinant reloaded

Y. Stroganov, 2004, math-ph/0409072.

3-enumerated alternating sign matrices

Y. Stroganov, 2003, math-ph/0304004.

1 1 A pr 2 00 3 3-enumerated alternating sign matrices

Y. Stroganov, 2008 .

A New Way to Deal with Izergin-korepin Determinant at Root of Unity

Y. Stroganov, 2022 .

Three-coloring statistical model with domain wall boundary conditions: Functional equations

A. Razumov, Y. Stroganov, 2008, 0805.0669.

STAR-SQUARE AND TETRAHEDRON EQUATIONS IN THE BAXTER-BAZHANOV MODEL

R. Kashaev, Y. Stroganov, V. Mangazeev, 1993 .