Shuffle binoids

Duchamp, Hoang Ngoc Minh– Structure of Polyzetas and Explicit Representation on Transcendence Bases of Shuffle and Stuffle Algebras, Proceedings of the 2015 ACM International

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

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

– Repeated access: to avoid the server learning when two accesses refer to the same target since they would have a path in common, the shuffle index always produces such an

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

In the same manner as in the preceding example, quasi-symmetric functions rule the product of (strict) harmonic sums (their product reduces to the shuffle of their indices with an

the commutative generating series of symbolic polyzetas (Boutet de Monvel [11] and Racinet [17] have also given equivalent relations for the noncommutative generating series of

First (section 2), we prove that the result of Duchamp and Krob holds in almost every case, the only exception being the rings of prime characteristic for which differences of