The Reduced Polynomial Algebra as a Module for SO2n(k)

Module Algebra for Relational Specifications

Module algebra is described as a parametrised data type that takes a three sorted parameter, involving signatures, renamings and atomic specifications. An actual parameter describing relational specifications is given and a biinterpretation model is made for the resulting specification. 1986 CR Categories: D.2.0 [software engineering]: requirements/ specificationslanguages; D.2.2 [software engi...

Adjunctions between Hom and Tensor as endofunctors of (bi-) module category of comodule algebras over a quasi-Hopf algebra.

For a Hopf algebra H over a commutative ring k and a left H-module V, the tensor endofunctors V k - and - kV are left adjoint to some kinds of  Hom-endofunctors of _HM. The units and counits of these adjunctions are formally trivial as in the classical case.The category of (bi-) modules over a quasi-Hopf algebra is monoidal and some generalized versions of  Hom-tensor relations have been st...

assessment of the effect of honey as a topical therapy for intra oral wound healing in rat.

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A Bound for the Nilpotency Class of a Lie Algebra

In the present paper, we prove that if L is a nilpotent Lie algebra whose proper subalge- bras are all nilpotent of class at most n, then the class of L is at most bnd=(d 1)c, where b c denotes the integral part and d is the minimal number of generators of L.

Maude's module algebra