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96
Hopf algebras corresponding to Uq[sln
 J. Math. Phys
"... We investigate the weak Hopf algebras of Li based on Uq[sln] and Sweedler’s finite dimensional example. We give weak Hopf algebra isomorphisms between the weak generalisations of Uq[sln] which are “upgraded ” automorphisms of Uq[sln] and hence give a classification of these structures as weak Hopf a ..."
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Cited by 3 (0 self)
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We investigate the weak Hopf algebras of Li based on Uq[sln] and Sweedler’s finite dimensional example. We give weak Hopf algebra isomorphisms between the weak generalisations of Uq[sln] which are “upgraded ” automorphisms of Uq[sln] and hence give a classification of these structures as weak Hopf
Monomial Bases For Quantum Affine Sl_n
"... We use the idea of generic extensions to investigate the correspondence between the isomorphism classes of nilpotent representations of a cyclic quiver and the orbits in the corresponding representation varieties. We endow the set of such isoclasses with a monoid structure and identify the submono ..."
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Cited by 17 (8 self)
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of the corresponding module. As applications of these results, we generalize some results of Ringel involving special words to results with no restriction on words and obtain a systematic description of many monomial bases for any given quantum a#ne sln . 1.
Operatoralgebraic superridigity for SLn(Z), n ≥ 3
, 2008
"... For n ≥ 3, let Γ = SLn(Z). We prove the following superridigity result for Γ in the context of operator algebras. Let L(Γ) be the von Neumann algebra generated by the left regular representation of Γ. Let M be a factor and let U(M) be its unitary group. Let π: Γ → U(M) be a group homomorphism such t ..."
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Cited by 6 (0 self)
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For n ≥ 3, let Γ = SLn(Z). We prove the following superridigity result for Γ in the context of operator algebras. Let L(Γ) be the von Neumann algebra generated by the left regular representation of Γ. Let M be a factor and let U(M) be its unitary group. Let π: Γ → U(M) be a group homomorphism
Three combinatorial models for ̂ sln crystals, with applications to cylindric plane partitions
 Int. Math. Res. Not. IMRN
"... Abstract. We define three combinatorial models for b sln crystals, parametrized by partitions, configurations of beads on an “abacus”, and cylindric plane partitions, respectively. These are reducible, but we can identify an irreducible subcrystal corresponding to any dominant integral highest weigh ..."
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Cited by 10 (3 self)
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Abstract. We define three combinatorial models for b sln crystals, parametrized by partitions, configurations of beads on an “abacus”, and cylindric plane partitions, respectively. These are reducible, but we can identify an irreducible subcrystal corresponding to any dominant integral highest
SEMISTANDARD YOUNG TABLEAUX AND sln CRYSTALS
, 2011
"... Today we will explicitly describe the combinatorics of sln crystals in terms of semistandard Young tableaux. As an application, we will discuss LittlewoodRichardson (LR) rules. This roughly follows [K2, Section 5], where citations to original sources can be found. 1. The semisetandard Young table ..."
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Today we will explicitly describe the combinatorics of sln crystals in terms of semistandard Young tableaux. As an application, we will discuss LittlewoodRichardson (LR) rules. This roughly follows [K2, Section 5], where citations to original sources can be found. 1. The semisetandard Young
INCORPORATED WITH DRUGLOADED SOLID LIPID NANOPARTICLES (SLN)
"... The aim of this study was to prepare and evaluate gels incorporating solid lipid nanoparticles (SLNs) of diclofenac sodium for systemic delivery of the active after topical application. SLNs were prepared using hot homogenization followed by sonication technique and these were incorporated into fres ..."
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The aim of this study was to prepare and evaluate gels incorporating solid lipid nanoparticles (SLNs) of diclofenac sodium for systemic delivery of the active after topical application. SLNs were prepared using hot homogenization followed by sonication technique and these were incorporated
Classical functional Bethe ansatz for SL(N): separation of variables for the magnetic
, 1994
"... The Functional Bethe Ansatz (FBA) proposed by Sklyanin is a method which gives separation variables for systems for which an Rmatrix is known. Previously the FBA was only known for SL(2) and SL(3) (and associated) Rmatrices. In this paper I advance Sklyanin’s program by giving the FBA for certain ..."
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Cited by 12 (0 self)
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systems with SL(N) Rmatrices. This is achieved by constructing rational functions A(u) and B(u) of the matrix elements of T(u), so that, in the generic case, the zeros xi of B(u) are the separation coordinates and the Pi = A(xi) provide their conjugate momenta. The method is illustrated with the magnetic
Modeling Language and Tools for the Semantic Link Network
"... The Semantic Link Network (SLN) is the extension of the hyperlink Web by attaching semantics to hyperlinks. It is an approach to construct a semantic overlay on Web resources. The specification of the semantics of the SLN model is an essential issue of SLN application. This paper proposes a modeling ..."
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The Semantic Link Network (SLN) is the extension of the hyperlink Web by attaching semantics to hyperlinks. It is an approach to construct a semantic overlay on Web resources. The specification of the semantics of the SLN model is an essential issue of SLN application. This paper proposes a
1Solar Lab Notebook (SLN): An UltraPortable WebBased System for Heliophysics and HighSecurity Labs
"... Abstract—This paper introduces the solar lab notebook (SLN), an electronic lab notebook for improving the process of recording, combining, and sharing solar related digital information in an organized manner. SLN is a pure webbased application (available online: ..."
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Abstract—This paper introduces the solar lab notebook (SLN), an electronic lab notebook for improving the process of recording, combining, and sharing solar related digital information in an organized manner. SLN is a pure webbased application (available online:
Results 1  10
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96