Aegla sp. KAC-A66

We study the representation theory of the superconformal algebra Wk(g, fθ) associated to a minimal gradation of g. Here, g is a… (More)

We consider a natural generalisation of the class of hyperbolic Kac-Moody algebras. We describe in detail the conditions under… (More)

We discuss a general theory of Lorentzian Kac–Moody algebras which should be a hyperbolic analogy of the classical theories of… (More)

This paper, together with the accompanying work (Part II, Stochastic Process. Appl. 93 (2001) 205–228) is an attempt to extend… (More)

We give three applications of general theory about braided endomorphisms from conformal inclusions developed previously by us… (More)

We find automorphic form corrections which are generalized Lorentzian Kac–Moody superalgebras without odd real simple roots (see… (More)

The companion paper demonstrated that the responses of lateral amygdaloid (LAT) projection neurons to the stimulation of major… (More)

A new kind of backward stochastic differential equations (in short BSDE), where the solution is a pair of processes adapted to… (More)

We study Burgers Equation perturbed by a white noise in space and time. We prove the existence of solutions by showing that the… (More)

Recent interests in quantum groups are stimulated by their marvelous relations with quantum Yang-Baxter equations, conformal… (More)