Results 21 to 30 of about 42,860 (295)
Computable analogs of cardinal characteristics: Prediction and rearrangement [PDF]
Annals of Pure and Applied Logic, 2021 There has recently been work by multiple groups in extracting the properties associated with cardinal invariants of the continuum and translating these properties into similar analogous combinatorial properties of computational oracles. Each property yields a highness notion in the Turing degrees. In this paper we study the highness notions that result
Iván Ongay-Valverde, Paul Tveite
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New results regarding the lattice of uniform topologies on C(X)
Applied General Topology, 2023 For a Tychonoff space X, the lattice UX was introduced in L. A. Pérez-Morales, G. Delgadillo-Piñón, and R. Pichardo-Mendoza, The lattice of uniform topologies on C(X), Questions and Answers in General Topology 39 (2021), 65-71.
Roberto Pichardo-Mendoza +1 more
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Headache Characteristics in the Neurological Emergency Department: A Retrospective Study
Frontiers in Neurology, 2021 Background: The care of patients with headache in the emergency department (ED) represents a diagnostic and clinical challenge. Data on the prevalence and characteristics of headache patients in purely neurological EDs are sparse.
Florian Rimmele +6 more
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Determination of cardinal temperature of Euphorbia maculata and its hydrothermal model of germination [PDF]
علوم و فناوری بذر ایران, 2020 In order to quantify the germination characteristics and determine the cardinal temperature of germination of Euphorbia maculata, seeds were placed at constant temperatures (2- 45 °C).
Shayesteh Salehi +2 more
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Cardinal characteristics at $$\aleph_\omega$$ [PDF]
Acta Mathematica Hungarica, 2019 We prove the consistency of the statement $\mathfrak{u}_{\aleph_ω}<2^{\aleph_ω}$. We show that the consistency strength of this statement is exactly a measurable cardinal $μ$ so that $o(μ)=μ^{++}$.
S. Garti, M. Gitik, S. Shelah
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MORE ON HALFWAY NEW CARDINAL CHARACTERISTICS
The Journal of Symbolic Logic, 2023 AbstractWe continue investigating variants of the splitting and reaping numbers introduced in [4]. In particular, answering a question raised there, we prove the consistency of and of . Moreover, we discuss their natural generalisations $\mathfrak {s}_{\rho }$ and $\mathfrak {r}_{\rho }$ for $\rho \in (0,1)$ , and show that $\mathfrak {r}_{\rho }
Barnabás Farkas +2 more
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On cardinal characteristics of Yorioka ideals [PDF]
Mathematical Logic Quarterly, 2019 AbstractYorioka introduced a class of ideals (parametrized by reals) on the Cantor space to prove that the relation between the size of the continuum and the cofinality of the strong measure zero ideal on the real line cannot be decided in . We construct a matrix iteration of c.c.c.
Miguel A. Cardona +1 more
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THE ARABIC NUMERALS AS A CATEGORY OF THE CERTAIN QUANTITY
Sovremennye Issledovaniâ Socialʹnyh Problem, 2020 Purpose. The paper deals with the lexical and grammatical analysis of numeral in Arabic (the Afroasiatic language family). The cardinal, ordinal and fractional numerals are under investigation. Numerals, expressing the exact number, are considered in the
Nailya Gabdelkhamitovna Mingazova
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Evaluation of germination characteristics and determination of cardinal temperatures of poppy (Papaver somniferum) seed [PDF]
علوم و فناوری بذر ایران, 2017 The aim of this study was to quantify the response of germination rate to temperature and to find cardinal temperatures required for different germination percentiles in Papaver somniferum. Four models of non-linear regression [Quadratic, Segmented, Beta
V. Amiri Monfared +3 more
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Ultrafilters on 𝜔-their ideals and their cardinal characteristics [PDF]
Transactions of the American Mathematical Society, 1999 For a free ultrafilter U \mathcal {U} on
Saharon Shelah +2 more
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