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notions, such as predicativity and infinite computability, which create philosophical ... logic, the λ-calculus, type theory and category theory. This leads to a ...
notions of efficient computability were equivalent. ... So I had to learn, and I still have to learn much more mathematics, especially in- variant theory, ...
A Theoretical Analysis of Deep. Neural Networks and Parametric PDEs. Constr. Approx., to appear (arXiv:1904.00377). Page 8. 1922. Oberwolfach ...
second-order theory TCA (an acronym for theory for counting arithmetic) in binary ... computability. This way (and this was our main motivation), TCA is ...
theory, set theory and Banach spaces, metric structures. Mathematics ... PRIN 2017-2017NWTM8R Mathematical Logic: models, sets, computability. MSC ...
The main motivation for this example comes from noncommutative quantum field theory. Because of easy computability, quantum field theory on the Moyal plane is ...
In the past decade, Mark Braverman has emerged as a major leader in theoretical computer science. He has an uncommon versatility and fearlessness that has ...
conditions that guarantee polynomial time computability of SoS proofs. ... Nakamura, Ehrhart theory on periodic graphs II: Stratified Ehrhart ring theory,.
Apr 25, 2018 ... an algebraic approach, using elementary group theory, Artin-Schreier theory and. Kummer theory. ... remarks that by computability theory, there is ...
Proof theory and theoretical computer science. • Structural proof theory ... computability, etc., occur naturally in these non-uniform versions. This ...