Results 31 to 40 of about 58 (58)
Asymmetric infinite sumsets in large sets of integers
We show that for any set $A\subset {\mathbb N}$ with positive upper density and any $\ell ,m \in {\mathbb N}$ , there exist an infinite set $B\subset {\mathbb N}$ and some $t\in {\mathbb N}$ so that $\{mb_1 + \ell b_2 ...
Ioannis Kousek
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The weak Ramsey property and extreme amenability
We extend the Kechris–Pestov–Todorčević correspondence to weak Fraïssé categories and automorphism groups of generic objects. The new ingredient is the weak Ramsey property.
Adam Bartoš +3 more
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We introduce the notion of echeloned spaces – an order-theoretic abstraction of metric spaces. The first step is to characterize metrizable echeloned spaces. It turns out that morphisms between metrizable echeloned spaces are uniformly continuous or have
Maxime Gheysens +4 more
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On Ramsey and star-critical Ramsey numbers for generalized fans versus <i>nK</i> <sub><i>m</i></sub>. [PDF]
Hamm A, Hazelton P, Thompson S.
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Genetic snapshots of the Rhizobium species NGR234 genome. [PDF]
Viprey V +3 more
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Monochromatic Infinite Sets in Minkowski Planes. [PDF]
Frankl N +4 more
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Assessing the use of HL7 FHIR for implementing the FAIR guiding principles: a case study of the MIMIC-IV Emergency Department module. [PDF]
van Damme P +4 more
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The Bulletin of Symbolic Logic
Abstract The thesis is divided into two parts. The first one focuses on generalized descriptive set theory, and the second one on combinatorics, model theory, and Ramsey theory. Generalized descriptive set theory (GDST) is a natural extension of (classical) descriptive set theory (DST) where ...
openaire +1 more source
Abstract The thesis is divided into two parts. The first one focuses on generalized descriptive set theory, and the second one on combinatorics, model theory, and Ramsey theory. Generalized descriptive set theory (GDST) is a natural extension of (classical) descriptive set theory (DST) where ...
openaire +1 more source

