Graded modules over the simple Lie algebra sl

Abhyankar, On the semigroup of a meromorphic plane curve, Part I, in Proceedings of International Sym- posium on Algebraic Geometry (1977), 240–414..

— The set Cp(W) can be identified with the subset of Mp(V) consisting of all minimal algebras with pure quadratic differential in the natural way. Under this identification Fp acts

The conversion algorithms would also complement algorithms proposed by van der Ho- even and Schost (2013) for converting between the monomial basis and the Newton basis asso-

- We comment on certain problems of integration over Lie algebras and groups which arise naturally in the study of matrix models.. In particular we give a new

Since the Teichmuller deformations of these two constructions are the same, the present approach to super Riemann surfaces seems to be economical enough to obtain an

Then we study the coalgebra endomorphisms, using the graded Hopf algebra gr(H R ) associated to the filtration by deg p of [3].. Call a rooted tree t a connected and

We give here a construction process for the complex simple Lie algebras and the non Hermitian type real forms which intersect the minimal nilpotent complex adjoint orbit, using a

“nice pairs”, for which he proved that λ p s > 0 for any s ∈ p semisimple. If the roots of the b-functions of a module M F are not integers, as in the example of