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The proof of Theorem 1.1 is completely self-contained and based on ideas from computability. ... analysis, analytic number theory, probability and group theory.
The main motivation for this example comes from noncommutative quantum field theory. Because of easy computability, quantum field theory on the Moyal plane is ...
Sep 5, 1999 ... ry, model theory, computability and com- plexity theory, history of ... There is another book that uses this approach to integration theory: ...
The main ideas of this paper came to the fore during the Trends in. Proof Theory workshop in February 2024 at TU Vienna. ... Computability. 11 (2022), no. 1 ...
Tools from real algebraic geometry are very well suited for studying computability and complexity questions. For example Annie Raymond spoke about the unde-.
The computability of this theoretical uncertainty distribution is demonstrated using oceanic velocity data. How to computationally leverage the obtained theory ...
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).
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 ...
In: Proceedings of the 5th Johns. Hopkins Workshop on Current Problems in Particle Theory: Unified Field Theories and ... defined notion of non-computability ...
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 ...