Hopf Algebra Methods in Graph Theory.Journal of Pure and Applied Algebra. 101: 77-90, 1995.Schmitt, W.R. (1995) Hopf algebra methods in graph theory. Journal of Pure and Applied Algebra, 101, 77-90.W. R. Schmitt. Hopf Algebra Methods in Graph Theory. Journal of Pure and Applied ...
Bibliography, Theoretical or Mathematical/ algebra quantum theory reviews/ quasitriangular Hopf algebras Yang-Baxter equations quantum group representation theory/ A0365F Algebraic methods in quantum theory A0210 Algebra, set theory, and graph theory A0130R Reviews and tutorial papers resource letters DOI...
HOPF ALGEBRA OF UNIFORM BLOCK PERMUTATIONS 3 Different graphs may represent the same uniform block permutation. For a graph to represent a uniform block permutation f : A → B of [n] the vertex set must consist of two copies of [n] (top and bottom) and each connected component must ...
ofanabeliangroupGoverkandBisaleftk[G]-modulealgebraand aleftk[G]-comodulecoalgebra[12].MorepreciselyB=B(X)is theNicholsalgebraofafinite-dimensionalYetter-Drinfeldmoduleover thegroupalgebrak[G].See[3,Section2]foradiscussionofNichols algebrasandYetter-Drinfeldmodulesingeneral. Thus U=B(W)#k[Λ]...
Hopf algebra methods in graph theory - Schmitt - 1995 () Citation Context ...s a Hopf algebra map from Zs(G) to the Hopf algebra Z[x] of Example 3.3. Other Hopf algebras arising from graphs, which also fit neatly into the framework of cell-sets, were studied in [25], [26] and ...
Starting from physical considerations, we derive an axiomatic definition of Hopf-algebra gauge theory, including locality conditions under which the theory for a general ribbon graph can be assembled from local data in the neighbourhood of each vertex. For a vertex neighbourhood with n incoming edge...
Hopf algebra gauge theory on a ribbon graphdoi:10.1142/S0129055X21500161Catherine MeusburgerDerek K. WiseWorld Scientific Publishing Company
q-deformed Calogero Vasiliev algebraquantum double constructionR-matrixFock type representationalgebra's structure/ A0365F Algebraic methods in quantum theory A0210 Algebra, set theory, and graph theory A0365G Solutions of wave equations: bound state in quantum theory...
(2) algebra g-deformed Hopf algebra semiclassical theory Poisson limit quantum groups Lie group/ A0365F Algebraic methods in quantum theory A0365S Semiclassical theories and applications in quantum theory A0220 Group theory A0210 Algebra, set theory, and graph theory A0230 Function theory, analysis...
matrix algebra/ explicit Wiener-Hopf factorisationmatrixsubsonic flowoscillating profile/ A0210 Algebra, set theory, and graph theory A0340G Fluid dynamics: general mathematical aspectsNo abstract is available for this article.doi:10.1002/zamm.19810611009...