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pro vyhledávání: '"Nuss, Philippe"'
Autor:
Baccouch, Rim, Shi, Yarong, Vernay, Emilie, Mathelié-Guinlet, Marion, Taib-Maamar, Nada, Villette, Sandrine, Feuillie, Cécile, Rascol, Estelle, Nuss, Philippe, Lecomte, Sophie, Molinari, Michael, Staneva, Galya, Alves, Isabel D.
Publikováno v:
In BBA - Biomembranes February 2023 1865(2)
Autor:
Tsoneva, Iana, Semkova, Severina, Bakalova, Rumiana, Zhelev, Zhivko, Nuss, Philippe, Staneva, Galya, Nikolova, Biliana
Publikováno v:
In Biophysical Chemistry July 2022 286
Akademický článek
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Autor:
Ferreri, Florian, Bourla, Alexis, Capron, Jean, Quillerou, Bluenn, Rossignol, Julien, Borden, Alaina, Guechot, Jérome, Lamaziere, Antonin, Nuss, Philippe, Mekinian, Arsène, Mouchabac, Stéphane
Publikováno v:
In La Presse Médicale June 2019 48(6):609-624
Autor:
Nuss, Philippe, Wambst, Marc
Publikováno v:
Journal of Algebra 319 (2008) 4621--4645
We introduce and study non-abelian cohomology sets of Hopf algebras with coefficients in Hopf comodule algebras. We prove that these sets generalize as well Serre's non-abelian group cohomology theory as the cohomological theory constructed by the au
Externí odkaz:
http://arxiv.org/abs/0706.0638
Autor:
Llorca, Pierre-Michel1 (AUTHOR) pmllorca@chu-clermontferrand.fr, Nuss, Philippe2 (AUTHOR), Fakra, Éric3 (AUTHOR), Alamome, Isabelle4 (AUTHOR), Drapier, Dominique5 (AUTHOR), El Hage, Wissam6 (AUTHOR), Jardri, Renaud7 (AUTHOR), Mouchabac, Stéphane2 (AUTHOR), Rabbani, Marc8 (AUTHOR), Simon, Nicolas9 (AUTHOR), Vacheron, Marie-Noëlle10 (AUTHOR), Azorin, Jean-Michel11 (AUTHOR)
Publikováno v:
BMC Psychiatry. 6/17/2022, Vol. 22 Issue 1, p1-16. 16p. 9 Charts.
Autor:
Nuss, Philippe, Wambst, Marc
We introduce non-abelian cohomology sets of Hopf algebras with coefficients in Hopf modules. We prove that these sets generalize Serre's non-abelian group cohomology theory. Using descent techniques, we establish that our construction enables to clas
Externí odkaz:
http://arxiv.org/abs/math/0511712
Autor:
Nuss, Philippe
We attach to any commutative ring R a subgroup of the Brauer group of R, called the Brauer-Galois group of R. Its elements are the classes of the Azumaya R-algebras which can be represented, via Brauer equivalence, by a Galois extension of R. We comp
Externí odkaz:
http://arxiv.org/abs/math/0501254