Meromorphic continuation approach to noncommutative geometry

In particular, for this function class, we derive an inclusion result, structural formula, extreme points and other interesting properties..

The main purpose of this paper is to construct a toy class of Feller semigroups, hence, Feller processes, with state space R n × Z m using pseudo- dierential operators not

In fact, the Knuth-Bendix completion does not always terminates, but when it does, it produces a finite convergent presentation which solves the word problem.. The second one

— New York, Interscience Publishers, 1962 (Interscience Tracts in pure and applied Mathematics, 10)... — Commuting polynomials in quantum canonical operators and realizations of

These behaviors are defined as follows: We use the signal space E of smooth complex- valued functions on the time-axis R (3 t) and the algebra E 0 of distributions with com-

In addi- tion, it turns out ([7]) that port-Hamiltonian systems can be described using Dirac structures, which is very important in the context of geometric integrators.. This brings

Furthermore the contraction of SO 0 (2, 1) on the motion group M (2) [10] permits us to interpret the confluence of the Lam´e differential equation to the Mathieu differential

After reviewing the definition of the restricted quantum group U q sℓ(2), we give our quasi-Hopf algebra modification U (Φ) q sℓ(2), and we show that it is indeed a factorisable