In this paper, we construct pairs of bases in duality on which polyzetas are established in order to compute local coordinates in the infinite dimensional Lie ...

Dec 18, 2016 · Abstract:Polyzetas, indexed by words, satisfy shuffle and quasi-shuffle identities. In this respect, one can explore the multiplicative and ...

Algorithms lead to the ideal of homogeneous polynomial relations, in weight, among polyzetas and their explicit representation on irreducible elements.

Structure of Polyzetas and Explicit. Representation on Transcendence Bases of Shuffle and Stuffle Algebras. Journal of Symbolic Compu- tation, 2016. hal ...

Structure of Polyzetas and Explicit Representation on Transcendence Bases of Shuffle and Stuffle Algebras ; ∀u, v, w ∈Y∗, ∆w u⊗v = w u v .(20). 3. The ...

May 17, 2017 · Abstract. Polyzetas, indexed by words, satisfy shuffle and quasi-shuffle identities. In this respect, one can explore the multiplicative and ...

Dec 18, 2016 · Abstract. Polyzetas, indexed by words, satisfy shuffle and quasi-shuffle identities. In this respect, one can explore the multiplicative and ...

Bui V. C. et al. Structure of polyzetas and explicit representation on transcendence bases of shuffle and stuffle algebras // Journal of Symbolic Computation.

Structure of Polyzetas and Explicit Representation on Transcendence Bases of Shuffle and Stuffle Algebras · Author Picture Van Chiên Bui. Paris 13 University ...

Bibliographic details on Structure of Polyzetas and Explicit Representation on Transcendence Bases of Shuffle and Stuffle Algebras.