Y Pei,J Yang - 《Communications in Contemporary Mathematics》 被引量: 0发表: 2018年 H_T Vertex Algebras and the Infinite Toda Lattice Let H_T=C[T,T^{-1}] be the Hopf algebra of symmetries of a lattice of rank 1, or equivalently, H_T is the group algebra of a free Abelian group...
More-Over, we give vertex operator representations of corresponding affine Kac-Moody algebras. By our vertex operator approach, we construct related k-graded Super-Virasoro algebras and their representations.doi:10.1080/00927879508825222Xiaoping XuCommunications in Algebra...
weight 1 subspace is zero, the dimension of weight 2 subspace is greater than or equal to 2 and with c =c = Under some additional conditions it is shown that such a vertex operator algebra is isomorphic to L(\frac12,0)L(\frac12,0){L(\frac{1}{2},0)\otimes L(\frac{1}{2},...
Algebra I: High School Common Core Math - Geometry: High School Standards Common Core Math - Functions: High School Standards Study.com ACT® Math Test Section: Review & Practice Browse by Lessons Calculus in the Real World Natural Base Definition, Properties & Examples Math 104: Calculus Form...
In this paper we consider the general set-up of a vertex algebra $V$, graded by $\G/\Z$ for some subgroup $\G$ of $\R$ containing $\Z$, and with a Hamiltonian operator $H$ having real (but not necessarily integer) eigenvalues. We construct the directed system of twisted level $p...
Representations of the vertex operator algebra Chongying Dong a,∗,1, Cuipo Jiang b,2 来自 ResearchGate 喜欢 0 阅读量: 61 作者: CBD Jiang 摘要: classified.Classification of rational vertex operator algebras with c = 1 goes back to [G] and [K] in the liter- ature of physics at ...
1. In this article,we give out that the homomorphism between vertex algebras can uniquely induce the homomorphism between local vertex Lie algebras which are constructed from the vertex algebra. 进一步讨论局部顶点李代数同态与顶点代数同态之间的关系。
202 Accesses 37 Citations 1 Altmetric Explore all metrics Abstract To every vertex algebra V we associate a canonical decreasing sequence of subspaces and prove that the associated graded vector space gr(V) is naturally a vertex Poisson algebra, in particular a commutative vertex algebra. We esta...
Algebra 267 (2003), 272-297.S. Sakuma and H. Yamauchi, Vertex operator algebra with two Miyamoto involutions generat- ing S3, J. Algebra 267 (2003), no. 1, 272-297.S. Sakuma and H. Yamauchi, Vertex operator algebra with two Miyamoto involu- tions generating S3, J. Algebra 267 (...
Step 1. Finding consecutive pairs of shoreline pieces. Start with an unmatched letter A. If it’s the only letter in the symbol, you’re done. Typically, it appears in the symbol like this:…AX…. Label the vertex between A and X:…A1X…. The vertex 1 is the terminal vertex of A...