The centre Mersenne is a comprehensive publishing infrastructure offering modular services towards scientific communities and a dissemination platform for scientific publications, publishing in LaTeX.

All the documents that are posted on its website are open access.

The centre Mersenne is developed by Mathdoc, in partnership with UGA Éditions, supported by CNRS and Université Grenoble Alpes (UGA), with funding from the Grenoble IDEX.




News

2d issue of Alegbraic Combinatorics is online

The second issue of Algebraic Combinatorics is online !

You can read it on the journal's website.

Table of contents : Permutrees by Vincent Pilaud and Viviane Pons ; A Demazure crystal construction for Schubert polynomials by Sami Assaf and Anne Schilling ; Symmetry in Turán sums of squares polynomials from flag algebras by Annie Raymond, Mohit Singh and Rekha R. Thomas ; A property of the Birkhoff polytope by Barbara Baumeister and Frieder Ladisch ; Minimal free resolutions of lattice ideals of digraphs by Liam O’Carroll and Francesc Planas-Vilanova.

Launch of the centre Mersenne

January 2018: the Centre Mersenne is officially launched !

This launch is inaugurated by the publication of the first volume of Algebraic Combinatorics, the first journal to join the Centre Mersenne. This journal has been created, with the support of MathOA, after the resignation of the editorial board of a Springer journal (Journal of Algebraic Combinatorics).

On parle de nous

Le centre Mersenne pour l'édition scientifique ouverte, La Gazette des mathématiciens no 155 (2018).

La première revue du centre Mersenne est en ligne, portail du RNBM, janvier 2018.

Latest Articles

Minimal free resolutions of lattice ideals of digraphs

Algebraic Combinatorics
Issue 1 (2018) no. 2 p. 283-326

A property of the Birkhoff polytope

Algebraic Combinatorics
Issue 1 (2018) no. 2 p. 275-281

Symmetry in Turán sums of squares polynomials from flag algebras

Algebraic Combinatorics
Issue 1 (2018) no. 2 p. 249-274

A Demazure crystal construction for Schubert polynomials

Algebraic Combinatorics
Issue 1 (2018) no. 2 p. 225-247

Permutrees

Algebraic Combinatorics
Issue 1 (2018) no. 2 p. 173-224