mathematically < mathematician < mathematicians

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List of bibliographic references

Number of relevant bibliographic references: 29.
[0-20] [0 - 20][0 - 29][20-28][20-40]

Ident.	Authors (with country if any)	Title
000201 (1994)	Nicolas Bourbaki	Exponentials and Logarithms
000297 (1997)	S. M. Srivastava [Inde]	Transfinite numbers
000393 (2009)	B. S. Yadav [Inde]	André Weil: His Book on Number Theory and Indian References
000738 (2001)	Reuben Hersh [États-Unis]	Mathematical menopause, or, a young man’s game?
000807 (1994)	Nicolas Bourbaki	Lie Groups and Lie Algebras
000924 (1992)	Jean Dieudonné	Mathematics and Mathematicians
000A63 (2011)	Leonid Polterovich [Israël, États-Unis] ; Inna Scherbak [Israël]	V.I. Arnold (1937–2010)
000C16 (2005)	Jonathan M. Borwein [Canada]	The Experimental Mathematician: the Pleasure of Discovery and the Role of Proof
000D41 (2000)	Dan Abramovich [États-Unis] ; Frans Oort [Pays-Bas]	Alterations and Resolution of Singularities
001045 (2009)	Hans-Joachim Petsche [Allemagne]	Hermann Günther Graßmann’s contributions to the development of mathematics and their place in the history of mathematics
001252 (2011)	Olaf Teschke [Allemagne] ; Bernd Wegner [Allemagne] ; Dirk Werner [Allemagne]	Selected reviews from Zentralblatt MATH
001841 (2013)	Pavel Pudlák [République tchèque]	Mathematician’s World
001861 (2011)	Michèle Audin [France]	Introduction
001873 (2001)	Jean-Michel Kantor	Hilbert’s Problems and Their Sequels
001B32 (1971)	Murray S. Klamkin [États-Unis]	On the ideal role of an industrial mathematician and its educational implications
001E43 (2001)	P. Bravi ; A. Brini	Remarks on invariant geometric calculus. Cayley-Grassmann algebras and geometric Clifford algebras
002126 (2011)	Steven G. Krantz [États-Unis]	The Middle Ages and An Emphasis on Calculation
002157 (1967)	Friedhelm Beckmann	Neue Gesichtspunkte zum 5. Buch Euklids
002174 (1991)	Raghavan Narasimhan	The Coming of Age of Mathematics in India
002314 (2000)	Pierre Cartier [France]	Mathemagics
002356 (2011)	Steven G. Krantz [États-Unis]	What Is a Proof and Why?

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