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Abel interview 2021: László Lovász and Avi Wigderson
notions of efficient computability were equivalent. ... So I had to learn, and I still have to learn much more mathematics, especially in- variant theory, ...
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Sessions: Computability theory [organisers: Steffen Lempp (Madison, WI), Manuel. Lerman (Storrs CT), Andrea Sorbi (Siena)],. Frank Stephan (Heidelberg) ...
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Tameness in geometry and arithmetic: beyond o-minimality
In formulating his conjecture, Wilkie was probably influenced by Khovanskii's theory of fewnomials [25]. ... imply the (effective) polynomial time computability ...
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Mini-Workshop: Homological aspects of TDLC-groups
point of interest for geometric group theory and the theory of TDLC groups. ... Arguably the question for FP2 and FP3 should be easier because computability seems ...
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Topological Cyclic Homology Via the Norm
Jun 27, 2018 ... tion of the relative theory in terms of absolute theory. More often ... “naive” tensor power approach and the strength (and relative computability).
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Asymptotically nonexpansive mappings in uniformly convex ...
May 23, 2007 ... ... computability when dealing with argu- ments in NN. Page 13 ... Theory and Applications (Valencia, 2003), Yokohama Publ., Yokohama ...
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Advances in convex optimization: conic programming - Arkadi ...
(i) (Polynomial computability) There exists an algorithm O which, given on in- ... [74] Ye, Y., Interior-Point Algorithms: Theory and Analysis. Wiley ...
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Determinant versus permanent
Each of these equations can be computed in time. 2O(m) using computability of f . ... theory. While the existing approaches have failed to shed light on this, one ...
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Sep 5, 1999 ... ry, model theory, computability and com- plexity theory, history of 20th-century logic, philosophy, applications of logic to cognitive ...
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Secondary higher invariants and cyclic cohomology for groups of ...
K-theory, cyclic cohomology, geometric topology, scalar curvature, pairings, Chern character, spin manifold, C -algebra. Page 2. S. A. K. A. John. 1284 manifold ...