Algebras with one operation including Poisson and other Lie-admissible algebras M Markl, E Remm
Journal of Algebra 299 (1), 171-189, 2006
104 2006 Lie-admissible algebras and operads M Goze, E Remm
Journal of algebra 273 (1), 129-152, 2004
77 2004 Poisson algebras in terms of non-associative algebras M Goze, E Remm
Journal of Algebra 320 (1), 294-317, 2008
41 2008 Valued deformations of algebras M Goze, E Remm
Journal of Algebra and its Applications 3 (04), 345-365, 2004
40 2004 Contact and Frobeniusian forms on Lie groups M Goze, E Remm
Differential Geometry and its Applications 35, 74-94, 2014
36 2014 A class of nonassociative algebras M Goze, E Remm
Preprint Mulhouse, 2003
34 2003 Non existence of complex structures on filiform Lie algebras M Goze, E Remm
Communications in Algebra 30 (8), 3777-3788, 2002
33 2002 2-dimensional algebras M Goze, E Remm
African Journal of Mathematical Physics 10, 81-91, 2011
30 2011 (Non-)Koszulness of operads for M Markl, E Remm
Journal of Homotopy and Related Structures 10 (4), 939-969, 2015
29 2015 n-Lie algebras M Goze, N Goze, E Remm
arXiv preprint arXiv:0909.1419, 2009
26 2009 Affine structures on abelian Lie groups E Remm, M Goze
Linear algebra and its applications 360, 215-230, 2003
23 2003 Group gradings on filiform Lie algebras Y Bahturin, M Goze, E Remm
Communications in Algebra 44 (1), 40-62, 2016
22 2016 k-step nilpotent Lie algebras M Goze, E Remm
Georgian Mathematical Journal 22 (2), 219-234, 2015
22 2015 Opérades Lie-admissibles E Remm
Comptes rendus. Mathématique 334 (12), 1047-1050, 2002
19 2002 Lie admissible coalgebras M Goze, E Remm
J. Gen. Lie Theory Appl 1 (1), 19-28, 2007
17 2007 Complex structures on quasi-filiform Lie algebras LG Vergnolle, E Remm
J. Lie Theory 19 (2), 251-265, 2009
16 2009 On algebras obtained by tensor product E Remm, M Goze
Journal of Algebra 327 (1), 13-30, 2011
13 2011 Koszulity of operads for n-ary algebras, cohomology and deformations M Markl, E Remm
arXiv preprint arXiv:0907.1505, 0
12 Breadth and characteristic sequence of nilpotent Lie algebras E Remm
Communications in Algebra 45 (7), 2956-2966, 2017
11 2017 On filiform Lie algebras. Geometric and algebraic studies E Remm
arXiv preprint arXiv:1712.00318, 2017
10 2017 