منابع مشابه
Module Categories over the Drinfeld Double of a Finite Group
We classify the module categories over the double (possibly twisted)
متن کامل2 00 4 Duality Theorem and Drinfeld Double in Braided Tensor Categories ∗
Let H be a finite Hopf algebra with CH,H = C −1 H,H . The duality theorem is shown for H, i.e., (R#H)#H ∗̂ ∼= R ⊗ (H⊗̄H ) as algebras in C. Also, it is proved that the Drinfeld double (D(H), [b]) is a quasi-triangular Hopf algebra in C. 2000 Mathematics subject Classification: 16w30.
متن کاملDuality Theorem and Drinfeld Double in Braided Tensor Categories *
Let H be a finite Hopf algebra with CH,H = C −1 H,H . The duality theorem is shown for H, i.e., (R#H)#H ∗̂ ∼= R ⊗ (H⊗̄H ) as algebras in C. Also, it is proved that the Drinfeld double (D(H), [b]) is a quasi-triangular Hopf algebra in C. 2000 Mathematics subject Classification: 16w30.
متن کامل[n]Sila-acenes (n=2-4): The Influence of Ring Size on the Properties
The structures and properties of [n]sila-acenes (n=2-4) were investigated by density functional theory method. The results of calculations were obtained at B3LYP/6-311G (d,p) level on model species. Energetic criteria suggest that 2-1b (n=2), 3-1b (n=3), and 4-1b (n=4) isomers enjoy stabilization. By frontier orbital analysis, these systems are among the most stable of the family. Also, calcula...
متن کاملThe Chow Ring of Double Epw Sextics
A conjecture of Beauville and Voisin states that for an irreducible symplectic variety X, any polynomial relation between classes of divisors and the Chern classes of X which holds in cohomology already holds in the Chow groups. We verify the conjecture for a very general double EPW sextic.
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ژورنال
عنوان ژورنال: Algebras and Representation Theory
سال: 2013
ISSN: 1386-923X,1572-9079
DOI: 10.1007/s10468-013-9456-5