Duality and (q-)multiple zeta values

In order to extend the Sch¨ utzenberger’s factorization, the combinatorial Hopf algebra of the q-stuffles product is developed systematically in a parallel way with that of the

In part 3, we consider how to extend Radford’s theorem and we prove that it can be carried over to the whole class of AC-products (class IV): the Lyndon words constitute a

After force training, the average ulnar F-wave areas increased in all four subjects whereas no changes were observed after precision movement training of the left hand or in

Keywords: acoustic scattering, indirect boundary integral equations, combined Ž eld integral equa- tions (CFIE), coercivity, boundary element methods, Galerkin

The threshold is re-calculated each time the models are changed (i.e. If the log likelihood of all available HMMs is lower than the log likelihood of the corresponding uniform

Heart transplant coronary artery disease detected by coronary angiography: a multiinstitutional study of preoperative donor and recipi- ent risk factors.. Anderson TJ, Meredith

We prove a sum-shuffle formula for multiple zeta values in Tate al- gebras (in positive characteristic), introduced in [9].. This follows from an analog result for double twisted

Well quasi-orders and the shuffle closure of finite sets.. Flavio d’Alessandro, Gwenaël Richomme,