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United States v. Aleksandr Suris
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On the construction of elliptic solutions of integrable birational maps
We present a systematic technique to find explicit solutions of birational maps, provided that these solutions are given in terms of elliptic functions. The two main ingredients are: (i) application o...
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Suris v. Scripps Media, Inc.
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Geometry of Yang--Baxter maps: pencils of conics and quadrirational mappings
Birational Yang-Baxter maps (`set-theoretical solutions of the Yang-Baxter equation') are considered. A birational map $(x,y)\mapsto(u,v)$ is called quadrirational, if its graph is also a graph of a b...
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Linear and nonlinear theories of discrete analytic functions. Integrable structure and isomonodromic
Two discretizations, linear and nonlinear, of basic notions of the complex analysis are considered. The underlying lattice is an arbitrary quasicrystallic rhombic tiling of a plane. The linear theory ...
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Classification of integrable equations on quad-graphs. The consistency approach
A classification of discrete integrable systems on quad-graphs, i.e. on surface cell decompositions with quadrilateral faces, is given. The notion of integrability laid in the basis of the classificat...
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Persecución en Madrid
Available on Internet Archive....
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Rational solutions to the ABS list: Transformation approach
In the paper we derive rational solutions for the lattice potential modified Korteweg-de Vries equation, and Q2, Q1($\delta$), H3($\delta$), H2 and H1 in the Adler-Bobenko-Suris list. B\"acklund trans...
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Rational solutions of the discrete time Toda lattice and the alternate discrete Painleve II equation
The Yablonskii-Vorob'ev polynomials $y_{n}(t)$, which are defined by a second order bilinear differential-difference equation, provide rational solutions of the Toda lattice. They are also polynomial ...
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Sara Hatfield-Suris
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Madhaviya Sankara Digvijaya With Dhanapati Suri's Tika & Extracts From Advaita Rajalakshmi
Madhaviya Sankara Digvijaya with Dhanapati Suri's Tika & Extracts from Advaita Rajalakshmi, published in 1915 in Anandashram Sanskrit Series....
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Suris v. Cbs Interactive Inc.
This item represents a case in PACER, the U.S. Government's website for federal case data. This information is uploaded quarterly. To see our most recent version please use the source url parameter, l...
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Rational solutions to the ABS list: Degenerating approach
In the paper we first construct rational solutions for the Nijhoff-Quispel-Capel (NQC) equation by means of bilinear method. These solutions can be transferred to those of Q3$_\delta$ equation in the ...
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Integrable discretizations of the spin Ruijsenaars-Schneider models
Integrable discretizations are introduced for the rational and hyperbolic spin Ruijsenaars--Schneider models. These discrete dynamical systems are demonstrated to belong to the same integrable hierarc...
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Nonlocal quadratic Poisson algebras, monodromy map, and Bogoyavlensky lattices
A new Lax representation for the Bogoyavlensky lattice is found, its $r$--matrix interpretation is elaborated. The $r$--matrix structure turns out to be related to a highly nonlocal quadratic Poisson ...
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Suris v. Collive Corporation
This item represents a case in PACER, the U.S. Government's website for federal case data. If you wish to see the entire case, please consult PACER directly....
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Understanding substance addictions : assessment and intervention
xiii, 283 pages ; 23 cm...
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CIA Reading Room cia-rdp84b00890r000800100034-4: PAYMENTS TO AIRLINES
Approved FTHR eaDEPUTY se 200 E06/26 CII -RDP84BB00890M00800100034-4 August 21, 1981 MEMORANDUM FOR HEADS OF EXECUTIVE DEPARTMENTS AND AGENCIES ATTENTION: FINANCIAL MANAGERS SUBJECT PAYMENTS TO AIRLIN...
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r-matrices for relativistic deformations of integrable systems
We include the relativistic lattice KP hierarchy, introduced by Gibbons and Kupershmidt, into the $r$-matrix framework. An $r$-matrix account of the nonrelativistic lattice KP hierarchy is also provid...
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What is the relativistic Volterra lattice?
We develop a systematic procedure of finding integrable ''relativistic'' (regular one-parameter) deformations for integrable lattice systems. Our procedure is based on the integrable time discretizati...
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