-integral near-rings.
Halbringe mit ansteigender Kettenbedingung für Annullatorideale.
Hall algebra of morphism category
This paper investigates a universal PBW-basis and a minimal set of generators for the Hall algebra , where is the category of morphisms between projective objects in a finitary hereditary exact category . When is the representation category of a Dynkin quiver, we develop multiplication formulas for the degenerate Hall Lie algebra , which is spanned by isoclasses of indecomposable objects in . As applications, we demonstrate that contains a Lie subalgebra isomorphic to the central extension...
Hall algebras
Hall algebras and quantum groups.
Hall algebras, hereditary algebras and quantum groups.
Hamiltonian quasimodules and trimedial quasigroups
Harish-Chandra homomorphisms and symplectic reflection algebras for wreath-products
The main result of the paper is a natural construction of the spherical subalgebra in a symplectic reflection algebra associated with a wreath-product in terms of quantum hamiltonian reduction of an algebra of differential operators on a representation space of an extended Dynkin quiver. The existence of such a construction has been conjectured in [EG]. We also present a new approach to reflection functors and shift functors for generalized preprojective algebras and symplectic reflection algebras...
Hereditariness, strongness and relationship between Brown-McCoy and Behrens radicals.
Hereditary and cohereditary preradicals
Hereditary CS-Modules.
Hereditary endomorphism rings of mixed Abelian groups.
Hereditary orders
Hereditary orders, Gauss sums and supercuspidal representations of GLN.
Hereditary right Jacobson radical of type- for right near-rings.
Hereditary tensor-orthogonal theories
Hermitian and quadratic forms over Crossed-product orders
Hermitian and quadratic forms over local classical crossed product orders
Let R be a complete discrete valuation ring with quotient field K, L/K be a Galois extension with Galois group G and S be the integral closure of R in L. If a is a factor set of G with values in the group of units of S, then (L/K,a) (resp. Λ =(S/R,a)) denotes the crossed product K-algebra (resp. crossed product R -order in A). In this paper hermitian and quadratic forms on Λ -lattices are studied and the existence of at most two irreducible non-singular quadratic Λ -lattices is proved (Theorem 3.5)....
Hicas of length .
Higher derivations on rings and modules.