Accepted or Published in Referred Journals
• M. Callies, Y. Frégier, C. Rogers, M. Zambon, "Homotopy moment maps", Advances in Mathematics (2016).
arXiv:1304.2051
• Y. Frégier, M. Zambon, "Simultaneous deformations and Poisson geometry", Compositio Math (2015).
arXiv:1202.2896
• Y. Frégier, C. Laurent-Gengoux, M. Zambon "A cohomological framework for homotopy moment maps". Journal of Geometry and Physics, Vol. 97 (2015), pp. 119-132
arXiv:1409.3942 .
• Y. Frégier, M. Zambon, "Simultaneous deformations of algebras and morphisms via derived brackets". JPAA (2015).
arXiv:1301.4864.
• Y. Frégier, "Non-abelian cohomology of extensions of Lie algebras as Deligne groupoid". Journal of Algebra (2014).
arXiv:1310.0959.
• Y. Frégier, F. Wagemann “On 2-Hopf algebras”. International Mathematics Research Notices, 15 (2011) 3471-3501.
arXiv:0908.2353 .
• Y. Frégier, A. Gohr “On Hom-type algebras”. Journal of Generalized Lie Theory and its Applications, Volume 4 (2010).
arXiv:math.AT/0903.3393
• Y. Frégier , “Deformation of the Heisenberg algebra inside gl(3, K)”. Universitatis Iaggelonicae Acta Mathematica 47 (2009) 65-76.
http://www2.im.uj.edu.pl/actamath/PDF/47-65-76.pdf.
• Y. Frégier, A. Gohr, S. Silvestrov “Unital algebras of Hom-associative type with unit and surjective or injective twistings ”. Journal of Generalized Lie Theory and its Applications. Vol. 3 (2009), No. 4, 285-295.
http://www.dinahgroup.com/content/jglta/v3 n4 2.pdf.
• Y. Frégier, M. Markl, D. Yau ”The L∞-deformation complex of diagrams of algebras” Published in New York J. Math. 15 (2009) 353–392.
http://nyjm.albany.edu/j/2009/15-19.html.
• Y. Frégier , P. Mathonet, N. Poncin, “Decomposition of symmetric tensor fields in the presence of a flat contact projective structure”. J. Nonlinear Math. Phys. 15 (2008), no. 2, 252–269.
arXiv: math.DG/0703922.
• Y. Frégier , “A new cohomology theory associated to deformations of Lie algebra morphisms”. Letters in Mathematical Physics 70 (2004) 97-107.
arXiv:math/0304323.
Preprints
• Y. Frégier, I. Xia "Lower central series quotients over Z and Fp". arXiv:1506.08469
• Y. Frégier, A. Gohr “On unitality conditions for Hom-associative algebras”. arXiv:0904.4874.
• Y. Frégier , P. Mathonet, N. Poncin, “Dequantized Differential Operators between Tensor Densities as Modules over the Lie Algebra of Contact Vector Fields”. arXiv: math.SG/0710.0222
Publication in proceedings
• Y. Frégier "Derived bracket approach to deformations of mophisms", Oberwolfach reports 43:2550-2552.