Phone+56 2 ; @ Beltran, J., Farinati, M. & Reyes, E. G., , In: Journal of Pure and Applied Algebra. , 8, p. USACH,. Santiago: One. dimensional. inorganic. oxovanadium. polymers. functionalized. with. manganese(ll). complexes: Structural. and. magnetic. Phone+56 2 ; @ Central extensions of the algebra of formal pseudo-differential symbols via Hochschild (co)homology.

Author: Shamuro Vuzil
Country: Guyana
Language: English (Spanish)
Genre: Photos
Published (Last): 28 March 2015
Pages: 300
PDF File Size: 14.91 Mb
ePub File Size: 14.90 Mb
ISBN: 444-1-77407-160-6
Downloads: 49968
Price: Free* [*Free Regsitration Required]
Uploader: Zulkit

Anharmonic oscillators, spectral determinant and short exact sequence of U q affine sl 2 – Suzuki, J.

Structure of certain Chebyshev-type polynomials in Onsager’s algebra representation – Roan, Shi-shyr J. Journal of Differential Equations. A Two-dimensional model with an order disorder transition – Onsager, Lars Phys. Information References 43 Citations 25 Files Plots. Generalized Bethe ansatz equations for Hofstadter problem – Faddeev, L. Geometric integrability of the Camassa-Holm equation. Anharmonic oscillators, the thermodynamic Bethe ansatz, and nonlinear integral equations – Dorey, Patrick et al.

Transformations of solutions for equations and hierarchies of pseudo-spherical type Reyes, E. Lie algebras associated with one-dimensional aperiodic point sets – Fairlie, David B.

Journal of Geometry and Physics. Pseudo-potentials, nonlocal symmetries and integrability of some shallow water equations Reyes, E.

  LEY 22172 PDF

Cristóbal Rivas Espinosa

Geometry and local analysis Bies, P. On equations with infinitely many derivatives: Journal of Physics A: Please direct questions, comments or concerns to feedback inspirehep. Central extensions of the algebra of formal pseudo-differential symbols via Hochschild co homology and quadratic symplectic Lie algebras Beltran, J. Vertex ring-indexed Lie algrbra – Fairlie, David et al.

International Mathematics Research Notices. Dolan-Grady relations and noncommutative quasiexactly solvable systems – Usxch, Sergey M. Beyond the Bethe ansatz approach – Baseilhac, Pascal Nucl.

On formal integrability of evolution equations and local geometry of surfaces Foursov, M. Selecta Mathematica, New Series. Privacy policy Powered by Invenio v1.

The Superintegrable chiral Potts quantum chain and generalized Chebyshev polynomials – von Gehlen, G. Advances in Mathematical Physics.

Enrique G. Reyes Garcia – Research Output — Universidad de Santiago de Chile

Onsager’s algebra and partially orthogonal polynomials – von Gehlen, G. Journal of Nonlinear Mathematical Physics.

Conservation laws and Calapso-Guichard deformations of equations describing pseudo-spherical surfaces Reyes, E. Sobolev spaces on locally compact abelian groups and the bosonic string equation Gorka, P. Journal of the Australian Mathematical Society. This site is also available in the algeba languages: Finite lattice Bethe ansatz systems and the Heun equation – Dorey, Patrick et al. Spectral determinants for Schrodinger equation and Q operators of conformal field theory – Bazhanov, Vladimir Alvebra.


Nonlocal symmetries and a darboux transformation for the camassa-holm equation Hernndez-Heredero, R. Classical and Quantum Gravity.

Journal of Mathematical Physics. The Ehlers-Geroch theorem on geodesic motion in general relativity Bezares, M. General Relativity and Gravitation. Sobolev spaces on locally compact abelian groups: On the motion of particles and strings, presymplectic mechanics, and the variational bicomplex Reyes, E.

Enrique G. Reyes Garcia

Nonlinear Partial Differential Equations. Quantum group and magnetic translations. Locally Compact Abelian Group. International Journal of Theoretical Physics.

Some geometric aspects of integrability of differential equations in two independent variables Reyes, E. The soliton content of classical Jackiw-Teitelboim gravity Reyes, E.

A New in finite dimensional algebra for quantum integrable models – Baseilhac, Pascal et al. Journal of Function Spaces. Onsager algebra and algebea lattice models – Ahn, Chagrim et al. A6 CLNS