Modularität und Distributivität im Subidealverband einer Lie-Algebra
Modules de plus haut poids unitarisables sur la super-algèbre de Virasoro tordue
Dans cet article, on classifie les modules de plus haut poids unitarisables sur la super-algèbre de Virasoro tordue.
Modules of finite virtual projective dimension.
Modules over the 4-dimensional Sklyanin algebra
Modules simples sur une algèbre de Lie nilpotente contenant un vecteur propre pour une sous-algèbre
Moduli of unipotent representations I: foundational topics
With this work and its sequel, Moduli of unipotent representations II, we initiate a study of the finite dimensional algebraic representations of a unipotent group over a field of characteristic zero from the modular point of view. Let be such a group. The stack of all representations of dimension is badly behaved. In this first installment, we introduce a nondegeneracy condition which cuts out a substack which is better behaved, and, in particular, admits a coarse algebraic space, which...
Moduln und Radikale von nichtassoziativen Ringen.
Monodromy representations of braid groups and Yang-Baxter equations
Motivated by the two dimensional conformal field theory with gauge symmetry, we shall study the monodromy of the integrable connections associated with the simple Lie algebras. This gives a series of linear representations of the braid group whose explicit form is described by solutions of the quantum Yang-Baxter equation.
Monomial crystals and partition crystals.
Monotone Functions on Formally Real Jordan Algebras.
Monstrous moonshine and monstrous Lie superalgebras.
Moore-Penrose inverse, parabolic subgroups, and Jordan pairs.
MOP -- algorithmic modality analysis for parabolic actions.
Morphisms in the category of finite-dimensional absolute valued algebras
This is a study of morphisms in the category of finite-dimensional absolute valued algebras whose codomains have dimension four. We begin by citing and transferring a classification of an equivalent category. Thereafter, we give a complete description of morphisms from one-dimensional algebras, partly via solutions of real polynomials, and a complete, explicit description of morphisms from two-dimensional algebras. We then give an account of the reducibility of the morphisms, and for the morphisms...
Moufang buildings and twin buildings.
Moufang H*-algebras.
Multi-dimensional Cartan prolongation and special k-flags
Since the mid-nineties it has gradually become understood that the Cartan prolongation of rank 2 distributions is a key operation leading locally, when applied many times, to all so-called Goursat distributions. That is those, whose derived flag of consecutive Lie squares is a 1-flag (growing in ranks always by 1). We first observe that successive generalized Cartan prolongations (gCp) of rank k + 1 distributions lead locally to all special k-flags: rank k + 1 distributions D with the derived...
Multiloop algebras, iterated loop algebras and extended affine Lie algebras of nullity 2
Let be the class of all multiloop algebras of finite dimensional simple Lie algebras relative to -tuples of commuting finite order automorphisms. It is a classical result that is the class of all derived algebras modulo their centres of affine Kac-Moody Lie algebras. This combined with the Peterson-Kac conjugacy theorem for affine algebras results in a classification of the algebras in . In this paper, we classify the algebras in , and further determine the relationship between and two...
Multiparameter quantum function algebra at roots of 1.
Multiple radical theories