Searching…
Nov 15, 2024 ... Scientific theories of proof and computability can then be developed on this basis, but the philosophical debate will continue on the ...
This computability is one reason why physicists are interested in this ... See a short review [28] and a longer review [27] for a general theory of this topic.
the whole modern theory of automorphic forms via the representation theory of ... for an explicitly computable Hauptmodul t and modular form f of weight 1, the.
We end this section with a remark on the computability of flow of weights. For the type III0-case, cf. also [28]. In the single factor case, the flow of ...
second-order theory TCA (an acronym for theory for counting arithmetic) in binary ... computability. This way (and this was our main motivation), TCA is ...
Apr 25, 2018 ... between Algebraic Geometry and Model theory, called Elimination theory ... remarks that by computability theory, there is a computer algorithm to ...
Jan 21, 2023 ... The central role of amenability in the theory of bounded cohomology is further elu- cidated by Gromov's mapping theorem [16, 17, 21]. We state ...
The computability of this theoretical uncertainty distribution is demonstrated using oceanic velocity data. How to computationally leverage the obtained theory ...
A Theoretical Analysis of Deep. Neural Networks and Parametric PDEs. Constr. Approx., to appear (arXiv:1904.00377). Page 8. 1922. Oberwolfach ...
Nov 20, 2003 ... The second issue which distinguishes local cyclic cohomology among most other cyclic theories is its computability in terms of homological ...