Titlebook: Unity of Logic and Computation; 19th Conference on C Gianluca Della Vedova,Besik Dundua,Florin Manea Conference proceedings 2023 The Editor

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murmur

deceive

The Non-normal Abyss in Kleene’s Computability Theory. A fundamental distinction in Kleene’s framework is between . and . functionals where the former compute the associated . . and the latter do not. Historically, the focus was on normal functionals, but recently new non-normal functionals have been studied, based on well-known theorems like the .. T

Strength

Venules

Symmetry for Transfinite Computabilityation break this symmetry; we consider ways to recover it and study the resulting model of computation. Whether this model exhibits the same symmetry as finite Turing computation is independent of von Neumann-Gödel-Bernays class theory: it holds if and only if the universe is constructible from a se

Concerto

Culmination

De Groot Duality for Represented Spacespresentation inherited from the hyperspace of closed subsets. This yields an elegant duality, in particular between Hausdorff spaces and compact .-spaces. As an application of the concept, we study the point degree spectrum of the dual of Baire space, and show that it is, in a formal sense, far from

一瞥

Some Games on Turing Machines and Power from Random Stringsmputation models. This idea was further developed in later works [., ., ., .]. We prove lower bounds for . and .:.In the above . means quasi-polynomial-time; “sa” stands for sub-adaptive reduction, which is a new type of reduction that we introduce. This type of reduction is between truth-table redu

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