Results 91 to 100 of about 69,620 (237)
British Journal of Clinical Psychology, EarlyView.Abstract Objectives Self‐beliefs and other‐regarding beliefs are related to attachment experiences and may contribute to paranoid beliefs and social functioning difficulties in psychosis. However, their relationships have not been examined jointly from an ecological perspective, while considering different degrees of psychosis risk.
Pilar de‐la‐Higuera‐Gonzalez +5 more
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, 2023 A Cantor set is a topological space which admits a hierarchy of clopen covers. A minimal Cantor set is a Cantor set together with a map such that every orbit is dense in the Cantor set. In this thesis we us inverse limits to study minimal Cantor sets and their properties.
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Lebesgue Constants for Cantor Sets
Experimental MathematicsWe evaluate the values of the Lebesgue constants in polynomial interpolation for three types of Cantor sets. In all cases, the sequences of Lebesgue constants are not bounded. This disproves the statement by Mergelyan.
Alexander Goncharov, Yaman Paksoy
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Sibirskie Elektronnye Matematicheskie Izvestiya, 2018 We introduce a class of self-similar sets which we call {\em twofold Cantor sets} $K_{pq}$ in $\mathbb R$ which are totally disconnected, do not have weak separation property and at the same time have isomorphic self-similar structures.
Kamalutdinov, K. G., Tetenov, A. V.
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British Journal of Educational Psychology, EarlyView.Abstract Background As AI‐enabled social robots become more common in schools, children may form strong emotional bonds with them despite robots not being caregivers and lacking the capacities for “true” attachment. Given limited understanding of potential risks and safeguards, professional perspectives are needed to inform responsible design and ...
Dimitris Pnevmatikos +1 more
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The midpoint set of a cantor set [PDF]
International Journal of Mathematics and Mathematical Sciences, 1978 A non-endpoint of the Cantor ternary set is any Cantor point which is not an endpoint of one of the remaining closed intervals obtained in the usual construction process of the Cantor ternary set in the unit interval. It is shown that the set of points in the unit interval which are not midway between two distinct Cantor ternary points is precisely the
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Conservation Biology, EarlyView.Abstract Monitoring wildlife health is essential for conservation and management, wildlife and livestock welfare, and public health in a One Health framework. Yet, wildlife health monitoring often requires long‐term fieldwork and intensive sampling, which can be costly or logistically challenging, especially for remote, rare, or elusive populations. To
Jonathan Tichon +8 more
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Mathematical Models Arising in the Fractal Forest Gap via Local Fractional Calculus
Abstract and Applied Analysis, 2014 The forest new gap models via local fractional calculus are investigated. The JABOWA and FORSKA models are extended to deal with the growth of individual trees defined on Cantor sets. The local fractional growth equations with local fractional derivative
Chun-Ying Long +2 more
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Primality, Fractality, and Image Analysis
Entropy, 2019 This paper deals with the hidden structure of prime numbers. Previous numerical studies have already indicated a fractal-like behavior of prime-indexed primes. The construction of binary images enables us to generalize this result.
Emanuel Guariglia
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The 26‐year threshold in a high‐uninsured state: Evidence from Texas
Contemporary Economic Policy, EarlyView.Abstract The Affordable Care Act's dependent‐coverage mandate reduced uninsurance among young adults, but less is known about the consequences of losing parental insurance at age 26. Using a regression discontinuity design and 2011–2021 Texas Behavioral Risk Factor Surveillance System (BRFSS) data, I find a sharp 5–7 pp (8%) coverage drop at the cutoff,
Dajung Jun
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