Searching…
When this K-theory class is that of a higher rho invariant of an invertible differential operator, we show this pairing is precisely the aforementioned higher ...
The power of this calculus lies in the computability of limt!0 p ıt q, and that the ... Gilkey, Invariance Theory, The Heat Equation, and the Atiyah–Singer Index ...
Keywords: special Lagrangian, Fukaya category, stability condition, geometric measure theory, symplectic geometry. Page 2. Y. Li. 324. (i) From the viewpoint of ...
computability is not. It would be highly desirable to bridge the gap ... theory and string theory. (We have not yet described explicitly the relevant ...
[10] John Lott, Index theory for scalar curvature on manifolds with boundary, Proc. ... of computability: Even in the simplest cases, his groups are not ...
These homology theories incorporate the action of ι, a homotopy involution on the Heegaard Floer complex obtained by modify- ing Heegaard diagrams for the 3- ...
May 23, 2007 ... ... computability when dealing with argu- ments in NN. Page 13 ... Theory and Applications (Valencia, 2003), Yokohama Publ., Yokohama ...
Scope: model theory, computability theo- ry, proof theory, logic foundation of com- puter science. Programme committee: Yu. L. Ersdhov. (chair), S. I. Adiyan ...
... shape . . . . . . . . . . . . . . . . . . . . . . . . . . . . 826. Camillo De Lellis, The regularity theory for the area functional (in geometric mea- sure ...
Sessions: Computability theory [organisers: Steffen Lempp (Madison, WI), Manuel. Lerman (Storrs CT), Andrea Sorbi (Siena)],. Frank Stephan (Heidelberg) ...