treat < treated < treating

Facettes : Author.f AffPays.f AffOrg.f AffRegion.f AffVille.f

List of bibliographic references

Number of relevant bibliographic references: 22.
[0-20] [0 - 20][0 - 22][20-21][20-40]

Ident.	Authors (with country if any)	Title
000008 (1995)	A. E. F. Djemai [Italie]	Introduction to Dubois-Violette's noncommutative differential geometry
000277 (2001)	N. V. Zorii	Extremal Problems in the Theory of Capacities of Condensers in Locally Compact Spaces. II
000524 (1993)	Marcel Riesz [États-Unis, Suède]	Clifford Numbers and Spinors (Chapters I – IV)
000802 (1998)	Jean-Louis Loday [France]	Smooth Algebras and Other Examples
000B84 (2004)	Jan-Erik Björk	Residues and D -modules
000F11 (2002)	Dessislava H. Kochloukova [Brésil]	On the homological finiteness properties of some modules over metabellian Lie algebras
000F98 (1989)	N. Jacobson [France]	Composition Algebras and Their Automorphisms
001140 (2004)	Elementary Theory ; Philip Spain [Royaume-Uni]	Introduction
001461 (2005)	V. V. Gorbatsevich [Russie]	Antinilpotent Lie Algebras
001481 (1991)	Elisabetta Strickland [Italie]	An Algorithm related to Compactifications of adjoint Groups
001597 (1981)	M. A. Olshanetsky [Russie] ; A. M. Perelomov [Russie]	Classical integrable finite-dimensional systems related to Lie algebras
001681 (2012)	Ke Chen [Allemagne, République populaire de Chine]	On special subvarieties of Kuga varieties
001873 (2001)	Jean-Michel Kantor	Hilbert’s Problems and Their Sequels
001B63 (1992)	Jean-Louis Loday [France]	Smooth Algebras and Other Examples
001C66 (1988)	Jean-Pierre Serre [France]	Generalized Jacobians
001F87 (2007)	Albrecht Pietsch [Allemagne]	Classical Banach Spaces
002252 (2005)	David Hernandez [France]	Monomials of q and q , t -characters for non simply-laced quantum affinizations
002595 (1977)	Taqdir Husain [Canada]	Uniform Spaces
002629 (1975)	Imre T Th	Das Parallelenproblem im Corpus Aristotelicum
002B49 (1980)	Eugenio Calabi [États-Unis]	Isometric Families of Kähler Structures
002C54 (2010)	Natalia Zorii [Ukraine]	Interior Capacities of Condensers in Locally Compact Spaces

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