Thierry Bouche
Joseph Fourier University
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Archive | 1991
Thierry Bouche
Let X be a compact, connected, complex manifold of dimension n, endowed with a hermitian metric ω Let E be a hermitian line bundle over X, and D its Chern connection (i.e. D is compatible with the metric of E, and its (0,1) part is ∂). We denote D 2 = c(E) the curvature tensor of E, considered as a (1,1)-form on X. Furthermore, let α1⩽
Towards a Digital Mathematics Library. Paris, France, July 7-8th, 2010 | 2010
Wojtek Sylwestrzak; José Luis Borbinha; Thierry Bouche; Aleksander Nowiński; Petr Sojka
MKM'11 Proceedings of the 18th Calculemus and 10th international conference on Intelligent computer mathematics | 2011
José Luis Borbinha; Thierry Bouche; Aleksander Nowiński; Petr Sojka
Archive | 1999
Thierry Bouche
Towards Digital Mathematics Library. Birmingham, United Kingdom, July 27th, 2008 | 2008
Thierry Bouche
Towards Digital Mathematics Library. Birmingham, United Kingdom, July 27th, 2008 | 2008
Thierry Bouche
Towards a Digital Mathematics Library. Bertinoro, Italy, July 20-21st, 2011 | 2011
Thierry Bouche; Claude Goutorbe; Jean-Paul Jorda; Michael Jost
artificial intelligence and symbolic computation | 2008
Thierry Bouche
international conference on electronic publishing | 2018
Thierry Bouche; Evelyne Miot; Célia Vaudaine
Journées Médici 2018 | 2018
Célia Vaudaine; Evelyne Miot; Thierry Bouche