Linear semisimple < Linear space < Linear spaces

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List of bibliographic references

Number of relevant bibliographic references: 35.
[0-20] [0 - 20][0 - 35][20-34][20-40]

Ident.	Authors (with country if any)	Title
000238 (1980)		ON THE ASYMPTOTIC BEHAVIOROF SUBHARMONIC FUNCTIONS OF FINITE ORDER
000366 (1952)	Hans R Dström	Convexity and norm in topological groups
000370 (1969)	N. Limi [États-Unis]	Nilpotent locally convex Lie algebras and Lie field structures
000556 (1986)	Reynir Axelsson [Islande] ; J N Magnússon [Islande]	Complex analytic cones
000685 (1987)	Angus E. Taylor [États-Unis]	A study of Maurice Fréchet: III. Fréchet as analyst, 1909–1930
000A35 (1996)	Sheng Jiang [République populaire de Chine]	Angles between Euclidean subspaces
000E51 (1980)	A. M. Vasil'Ev	Differential algebra (contravariant analytic methods in differential geometry)
001020 (1986)		SIMPLE LIE ALGEBRASSATISFYING THE STANDARD LIE IDENTITYOF DEGREE 5
001257 (1995)	Gregory H. Moore [Canada]	The axiomatization of linear algebra: 1875-1940
001503 (1994)	V. Lomadze [Géorgie (pays)]	Linear dynamical systems of higher genus
001508 (1991)		Algebraic constructions of integrable dynamical systems-extensions of the Volterra system
001812 (1996)	A. Yu. Khrenninkov	Distributions and partial differential equations on superspace
001B50 (1974)		ARITHMETIC PROPERTIES OF DISCRETE SUBGROUPS
001D88 (1988)	L. I. Vainerman	Duality of algebras with an involution and generalized shift operators
001F52 (1987)	Henryk Hecht [États-Unis] ; Dragan Mili I [États-Unis] ; Wilfried Schmid [États-Unis] ; Joseph A. Wolf [États-Unis]	Localization and standard modules for real semisimple Lie groups I: The duality theorem
001F60 (1985)	M. M. Vishik	Nonarchimedean spectral theory
002097 (1971)		DISCRETE LINEAR GROUPS GENERATED BY REFLECTIONS
002168 (1969)		HARMONIC ANALYSIS OF FUNCTIONS ON SEMISIMPLE LIE GROUPS. II
002225 (1991)	Boris Feigin [Russie] ; Edward Frenkel [États-Unis]	Semi-infinite Weil complex and the Virasoro algebra
002270 (1980)	A. L. Onishchik	Pseudoconvexity in the theory of complex spaces
002334 (1975)	Jan J. Sławianowski	The mechanics of an affinely-rigid body

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