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24 January 2022
 
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Results 1 to 20 of 242 for query "Moser, I.". (0.02 sec.)

[    1    2    3    4    5    10    ]   Next
1.
Universal Lax pairs for Spin Calogero-Moser Models and Spin Exchange Models
V. I. Inozemtsev; R. Sasaki;
17 May 2001   /  J.Phys. A34 (2001) 7621-7632
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2.
Heat conduction in systems with Kolmogorov-Arnold-Moser phase space structure
I. F. Herrera-González; H. I. Pérez-Aguilar; A. Mendoza-Suárez; E. S Tututi;
29 Sep 2012
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3.
Robust transport barriers resulting from strong Kolmogorov-Arnold-Moser stability
I I Rypina; M G Brown; F J Beron-Vera; H Koçak; M J Olascoaga; I A Udovydchenkov;
9 Mar 2007   /  Phys Rev Lett, 98 (10), 104102
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4.
On the solution to the separated equation in the 3-particle Calogero-Moser problem
N. G. Inozemtseva; J. Dittrich; V. I. Inozemtsev;
24 Oct 2017
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5.
On the geometric origin of the bi-Hamiltonian structure of the Calogero-Moser system
C. Bartocci; G. Falqui; I. Mencattini; G. Ortenzi; M. Pedroni;
5 Feb 2009
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6.
Calogero-Moser space, reduced rational Cherednik algebras, and two-sided cells
I.G.Gordon; M.Martino;
6 Mar 2007
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7.
On an assertion about Nash--Moser applications
Seppo I Hiltunen;
5 Feb 2007
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8.
Spin generalization of the Calogero-Moser system and the Matrix KP equation
I. Krichever; O. Babelon; E. Billey; M. Talon;
22 Nov 1994
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9.
On algebraic integrability of the deformed elliptic Calogero-Moser problem
L. A. Khodarinova; I. A. Prikhodsky;
23 Jun 2004   /  Journal of Nonlinear Mathematical Physics 8 (1), pp. 50-53, (2001)
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10.
Algebraic spectral relations for elliptic quantum Calogero-Moser problems
L. A. Khodarinova; I. A. Prikhodsky;
23 Jun 2004   /  Journal of Nonlinear Mathematical Physics 6 (3), pp. 263-268, (1999)
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11.
On algebraic integrability of the deformed elliptic Calogero--Moser problem
Larisa A. Khodarinova; I. A. Prikhodsky;
1 Dec 2000   /  J. Nonlinear Math. Phys. 8 (2001), no. 1, 50-53
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12.
Hierarchies of Spin Models related to Calogero-Moser Models
V. I. Inozemtsev; R. Sasaki;
21 May 2001   /  Nucl.Phys. B618 (2001) 689-698
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13.
Spin Calogero-Moser systems associated with simple Lie algebras
Luen-Chau Li; Ping Xu;
20 Sep 2000   /  C. R. Acad. Sci. Paris Serie I, Vol 331, No 1, 55-61
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14.
Algebraic spectral relations for elliptic quantum Calogero-Moser problems
Larisa A. Khodarinova; I. A. Prikhodsky;
1 Jul 1999   /  J. Nonlinear Math. Phys. 6 (1999), no. 3, 263-268
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15.
Integrable Heisenberg-van Vleck chains with variable range exchange
V.I.Inozemtsev;
1 Dec 2001   /  Phys.Part.Nucl. 34 (2003) 166-193; Fiz.Elem.Chast.Atom.Yadra 34 (2003) 332-387
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16.
On the Integrability of Classical Ruijsenaars-Schneider Model of $BC_{2}$ Type
V. I. Inozemtsev; R. Sasaki;
22 Aug 2001   /  Mod.Phys.Lett. A16 (2001) 1941-1950
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17.
Cellules de Calogero-Moser
Cédric Bonnafé; Raphaël Rouquier;
12 Feb 2013
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18.
Calogero-Moser and Toda Systems for Twisted and Untwisted Affine Lie Algebras
E. D'Hoker; D.H. Phong;
19 Apr 1998   /  Nucl.Phys. B530 (1998) 611-640
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19.
On Convergent Poincar'e-Moser Reduction for Levi Degenerate Embedded $5$-Dimensional CR Manifolds
Wei Guo Foo; Joel Merker; The-Anh Ta;
4 Mar 2020
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20.
On elliptic Calogero-Moser systems for complex crystallographic reflection groups
Pavel Etingof; Giovanni Felder; Xiaoguang Ma; Alexander Veselov;
24 Mar 2010
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