topical < topics < topo

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List of bibliographic references

Number of relevant bibliographic references: 31.
[0-20] [0 - 20][0 - 31][20-30][20-40]

Ident.	Authors (with country if any)	Title
000111 (2007)	Albrecht Pietsch [Allemagne]	Miscellaneous Topics
000495 (1987)	N. N. Vakhania [Géorgie (pays)] ; V. I. Tarieladze [Géorgie (pays)] ; S. A. Chobanyan [Géorgie (pays)]	Measurability and Measures
000531 (2008)	C. De Concini [Italie] ; C. Procesi [Italie]	The Zonotope of a Root System
000721 (2000)	George Isac [Canada]	Topics on Solvability
000816 (1976)	Ernest G. Manes [États-Unis]	Trade Secrets of Category Theory
000965 (2004)	Fabrizio Catanese	From Abel’s Heritage: Transcendental Objects in Algebraic Geometry and Their Algebraization
000B01 (2000)	Shouchuan Hu [États-Unis] ; Nikolas S. Papageorgiou [Grèce]	Mathematical Economics
000B03 (2011)	J A De Azcárraga [Espagne] ; J M Izquierdo [Espagne]	Topics on n-ary algebras
000D45 (1980)	É. B. Vinber ; O. V. Shvartsman	Riemann surfaces
000D81 (2003)	Marcel Berger [France]	Some Other Important Topics
000F68 (1996)	Michael E. Taylor [États-Unis]	Spectral Theory
001247 (1973)	Steven A. Gaal [États-Unis]	Operators and Operator Algebras
001267 (1973)	Carl Faith [États-Unis]	Ring and Module
001523 (2003)	A. M. Bloch [États-Unis]	Mathematical Preliminaries
001850 (1982)	D. B. Fuks	Foliations
001F44 (2011)	Ralf Gramlich [Royaume-Uni] ; Max Horn [Allemagne] ; Bernhard Mühlherr [Allemagne]	Abstract involutions of algebraic groups and of Kac–Moody groups
001F45 (1993)	Morris W. Hirsch	The Work of Stephen Smale in Differential Topology
001F96 (2013)	Caihui Lu [République populaire de Chine] ; Haishan Zhang [République populaire de Chine]	The isomorphic realization of nondegenerate solvable Lie algebras of maximal rank based on Kac-Moody algebras
002101 (2013)	Pedro M. Gadea [Espagne] ; Jaime Mu Oz Masqué [Espagne] ; Ihor V. Mykytyuk [Pologne, Ukraine]	Lie Groups
002282 (1993)	V. K. Dobrev [Italie]	Three lectures on quantum groups: representations, duality, real forms
002790 (1983)	Richard G. Swan [États-Unis]	Noether’s Problem in Galois Theory

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