extensionality < extensions < extensive

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List of bibliographic references

Number of relevant bibliographic references: 82.
[0-20] [0 - 20][0 - 50][20-40]

Ident.	Authors (with country if any)	Title
000039 (1999)	Zbigniew Jelonek	Testing sets for properness of polynomial mappings
000060 (2011)	M. J. Dyer [États-Unis] ; G. I. Lehrer [Australie]	Root subsystems of loop extensions
000159 (1982)	Lawrence C. Washington [États-Unis]	Iwasawa’s Theory of ℤ p -extensions
000180 (2006)	John Labute [Canada]	Mild pro-p-groups and Galois groups of p-extensions of ℚ
000217 (2002)	R. H. Redfield [États-Unis]	Surveying Lattice-Ordered Fields
000219 (1984)	B. Mazur [États-Unis] ; A. Wiles [États-Unis]	Class fields of abelian extensions of Q
000230 (1990)	Mike Fried [États-Unis]	Arithmetic of 3 and 4 Branch Point Covers
000244 (1995)	Götz Wiesend [Allemagne]	Lokal-Global-Prinzipien für die Brauergruppe
000430 (1983)	John Coates [France]	Infinite Descent on Elliptic Curves with Complex Multiplication
000469 (2011)	Charles Torossian [France]	Applications de la bi-quantification à la théorie de Lie
000471 (1966)	Stephen U. Chase [États-Unis]	Abelian Extensions and a Cohomology Theory of Harrison
000484 (1973)	Robert M. Fossum [États-Unis]	The Divisor Class Group and Factorial Rings
000516 (2006)	Shoji Yokura [Japon]	Mackey Functors on Provarieties
000576 (2012)	Arati S. Khedekar [Inde] ; C S Rajan [Inde]	On cohomology theory for topological groups
000711 (2012)	Andrea Bandini [Italie] ; Laura Paladino [Italie]	Number fields generated by the 3-torsion points of an elliptic curve
000773 (2004)	Hoseog Yu [Corée du Sud]	On Tate-Shafarevich groups over galois extensions
000775 (2000)	A. A. Ivanov	Bitopological spaces
000896 (2004)	Rachel Taillefer [France]	Cohomology Theories of Hopf Bimodules and Cup-Product
000997 (2003)	D. Kazhdan [États-Unis] ; A. Polishchuk [États-Unis]	Generalization of a Theorem of Waldspurger to Nice Representations
000A42 (1968)	Calvin C. Moore	Group extensions of p -adic and adelic linear groups
000B82 (2009)	David Ben-Zvi [États-Unis] ; Thomas Nevins [États-Unis]	$${\mathcal{W}}$$ -Symmetry of the Adèlic Grassmannian

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