A blend of methods of recursion theory and topology: A П 0^1 by Kalantari I., Welch L.

A blend of methods of recursion theory and topology: A П 0^1 by Kalantari I., Welch L.

By Kalantari I., Welch L.

Show description

Read or Download A blend of methods of recursion theory and topology: A П 0^1 tree of shadow points PDF

Similar geometry and topology books

Topologie und Analysis: Eine Einfuhrung in die Atiyah-Singer-Indexformel

"V. i. e. Ell6a. h1w. ng deA p. ltll. ok: tU. ehe. n Le. be. M . e. M. t Mnge. ge. n je. de. n, de. ll au6 I. l. i. eh a. eh;thabe. n w. U. R. , von unell Sede. d. i. e. Sehw-i. e. JL. i. gkede. n . i. n dell AM 6iihJumg deAl. > e. n, WM . i. hn 1. >0 ok. tnde. llR. ueh. t diink. te. , ge. hoJL. tg ellke.

Extra info for A blend of methods of recursion theory and topology: A П 0^1 tree of shadow points

Sample text

Math. , 46(3):330– 353, 20, 2005. -M. Li. Stochastic differential equations on noncompact manifolds: moment stability and its topological consequences. Probab. Theory Related Fields, 100(4):417–428, 1994. -M. Li. On extensions of Myers’ theorem. Bull. London Math. , 27(4):392– 396, 1995. 24 [Li02] [Lin86] [LS73] [LW84] [Mal74] [Mal97] [M´er79] [Mic91] [NR61] [Qui88] [Shi86] [Stu02] [vRS05] K. D. Elworthy P. Li. Differential geometry via harmonic functions. In Proceedings of the International Congress of Mathematicians, Vol.

Geom. Funct. , 6(1):51–78, 1996. K. D. Elworthy and M. Yor. Conditional expectations for derivatives of certain stochastic flows. In J. A. Meyer, and M. Yor, editors, Sem. de Prob. XXVII. Lecture Notes in Mathematics 1557, pages 159–172. Springer-Verlag, 1993. S. Fang and J. Franchi. De Rham–Hodge–Kodaira operator on loop groups. J. Funct. , 148(2):391–407, 1997. Z. Ge. Betti numbers, characteristic classes and sub-riemannian geometry. Illinois J. of Mathematics, 36:372–403, 1992. Leonard Gross.

CF95] Aspects of Stochastic Global Analysis [Elw00] [EM70] [ER91] [ER96] [EY93] [FF97] [Ge92] [Gro67] [Gro96] [GW04] [Hun56] [IW89] [JL91] [KMS93] [Kus88] [Kus91] [L´ea96] [Lea97] [L´ea01] [L´ea05] [Li94] [Li95] 23 K. D. Elworthy. Geometric aspects of stochastic analysis. In Development of mathematics 1950–2000, pages 437–484. Birkh¨auser, Basel, 2000. D. G. Ebin and J. Marsden. Groups of diffeomorphisms and the motion of an incompressible fluid. Ann. , pages 102–163, 1970. K. D. Elworthy and Steven Rosenberg.

Download PDF sample

Rated 4.26 of 5 – based on 40 votes
Comments are closed.