Home

lógica Desviación Norma uspekhi mat nauk preocupación Asombro Furioso

Kirill Andreevich Rodosskii
Kirill Andreevich Rodosskii

Pavel Petrovich Korovkin (1913-1985) Alternative spelling: Korowkin Pawel Petrowitsch Korowkin at Wikipedia (in German). Pavel Petrovich Korovkin at Russian Mathematics History page (in Russian). Pavel Petrovich Korovkin at Mathematics Genealogy ...
Pavel Petrovich Korovkin (1913-1985) Alternative spelling: Korowkin Pawel Petrowitsch Korowkin at Wikipedia (in German). Pavel Petrovich Korovkin at Russian Mathematics History page (in Russian). Pavel Petrovich Korovkin at Mathematics Genealogy ...

The correctness of Euler's method for the factorization of the sine function into an infinite product
The correctness of Euler's method for the factorization of the sine function into an infinite product

J) (a.a) * (boa) = ((a.a) *b) *a,
J) (a.a) * (boa) = ((a.a) *b) *a,

Newton polygons, curves on torus surfaces, and the converse Weil theorem
Newton polygons, curves on torus surfaces, and the converse Weil theorem

reference request - Does anyone know the name of the book concerning math? - Mathematics Stack Exchange
reference request - Does anyone know the name of the book concerning math? - Mathematics Stack Exchange

Appendix B
Appendix B

On the editorial policy of the journal Uspekhi Matematicheskikh NaukTranslated as Russian Mathematical Surveys. in a period of s
On the editorial policy of the journal Uspekhi Matematicheskikh NaukTranslated as Russian Mathematical Surveys. in a period of s

rir r\\r I s, ,'r, 1-'o-, ,
rir r\\r I s, ,'r, 1-'o-, ,

The Maupertuis principle and geodesic flows on the sphere arising from integrable cases in the dynamics of a rigid body
The Maupertuis principle and geodesic flows on the sphere arising from integrable cases in the dynamics of a rigid body

Wagner's Publications
Wagner's Publications

Uspekhi Matematicheskikh Nauk
Uspekhi Matematicheskikh Nauk

Untitled
Untitled

13 THE COMBINATORIAL FOUNDATIONS OF INFORMATION THEORY AND THE PROBABILITY CALCULUS*l §1. On the increasing role of finite math
13 THE COMBINATORIAL FOUNDATIONS OF INFORMATION THEORY AND THE PROBABILITY CALCULUS*l §1. On the increasing role of finite math

Matches: Publications results for "Items authored by Varadhan, Srinivasa R. S."
Matches: Publications results for "Items authored by Varadhan, Srinivasa R. S."

Publications of Vladimir Voevodsky
Publications of Vladimir Voevodsky

PAGE 109 This is a reproduction of an article in Russian Mathematical Surveys 38 (1983) 109-110 MAIN MENU NEXT PAGE PAGE 109 MAIN MENU NEXT PAGE Last updated at 6th April 2002
PAGE 109 This is a reproduction of an article in Russian Mathematical Surveys 38 (1983) 109-110 MAIN MENU NEXT PAGE PAGE 109 MAIN MENU NEXT PAGE Last updated at 6th April 2002

Untitled
Untitled

Uspekhi Matematicheskikh Nauk
Uspekhi Matematicheskikh Nauk

Meromorphic solutions of algebraic differential equations
Meromorphic solutions of algebraic differential equations

PDF) Gödel incompleteness theorems and the limits of their applicability. I
PDF) Gödel incompleteness theorems and the limits of their applicability. I

Andrei Aleksandrovich Gonchar (1931-2012) Andrei Aleksandrovich Gonchar at Mathematics Genealogy Project. Andrei Aleksandrovich Gonchar at MathSciNet (for those with access). López Lagomasino, G., A. F. Martinez, P. Nevai, and E. B. Saff, In ...
Andrei Aleksandrovich Gonchar (1931-2012) Andrei Aleksandrovich Gonchar at Mathematics Genealogy Project. Andrei Aleksandrovich Gonchar at MathSciNet (for those with access). López Lagomasino, G., A. F. Martinez, P. Nevai, and E. B. Saff, In ...

PDF) Extrinsic geometry of parabolic and saddle multidimensional manifolds
PDF) Extrinsic geometry of parabolic and saddle multidimensional manifolds

The complement QE(n) of the point Eucl of Euclidean space in the Banach–Mazur compactum Q(n) is a Q-manifold
The complement QE(n) of the point Eucl of Euclidean space in the Banach–Mazur compactum Q(n) is a Q-manifold

References
References