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Ray-Singer torsion

Ray-Singer torsion

Is the Ray - Singer analytic torsion for an arbitrary compact with finite Abelian fundamental group equivalent to the Ray - Singer.
Differential Geometry and its Applications 6 North-Holland 351 Combinatorial invariants computing the Ray - Singer analytic torsion Michael S.
What is called analytic torsion or Ray - Singer torsion (Ray-Singer 73) is the invariant T (X, g) T(X,g) of a Riemannian manifold (X, g) (X,g).

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Ray-Singer torsion For more information, visit the cookies Ray-Singer torsion. From Wikipedia, the free encyclopedia. We propose a refinement of the Ray—Singer torsion, which can be viewed as an analytic counterpart of the refined combinatorial torsion introduced by Turaev. It seems like Thurston's elliptization conjecture implies the answer is yes, but my understanding in this area is very limited. From: Stefan Haller [ view email ]. Pour citer cet article : M. As usual, we also obtain the Hodge Laplacian on p-forms Assuming .
FREE 100 PLAY MULTI HAND VIDEO POKER DOWNLOADS Fixed two sign mistakes and added a few Ray-Singer torsion details here and. Please enable JavaScript to use all the features on this page. Pour citer cet article : M. From: Stefan Haller [ view email ]. Create a book Download as PDF Printable version. It seems that Charles Nash and D.
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Numbers and letters correspond to the affiliation list. Whitehead torsion provides a key tool for the study of combinatorial or differentiable manifolds with nontrivial fundamental group and is closely related to the concept of "simple homotopy type. Ray-Singer torsion Wikipedia, the free encyclopedia. Help About Wikipedia Community portal Recent changes Contact page. Whitehead defined the "torsion" of a homotopy equivalence between finite complexes. Ray-Singer torsion