Results 61 to 70 of about 832,966 (358)
Edge-regular graphs with regular cliques [PDF]
We exhibit infinitely many examples of edge-regular graphs that have regular cliques and that are not strongly regular. This answers a question of Neumaier from 1981.
Gary R.W. Greaves, Jack H. Koolen
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Modeling the dynamic semantics of a computer program
In this paper, two approaches are used to construct the dynamic semantics of computer programs: the first is the representation of mathematical models of computational processes generated by a computer program in the form of a discrete transformer; the ...
K. E. Iklassova, R. N. Kozhakhmetova
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The current study examined whether regularity of dot patterns would influence time perception. We presented observers the dot patterns with three levels of regularity (high, middle and low) and measured the perceived duration of each pattern by bisection and rating methods.
Kyoshiro Sasaki, Yuki Yamada
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On the regularity of solutions to elliptic equations [PDF]
We prove that the Meyers’s regularity result for elliptic equations with nonsmooth coefficients and a Dirichlet boundary condition can be generalized for other boundary conditions and for Lipschitz domains.
T. Gallouet, A. Monier
doaj
Local Elliptic Regularity for the Dirichlet Fractional Laplacian [PDF]
We prove the Wloc2s,p${W_{{\mathrm{loc}}}^{2s,p}}$ local elliptic regularity of weak solutions to the Dirichlet problem associated with the fractional Laplacian on an arbitrary bounded open set of ℝN${\mathbb{R}^{N}}$. The key tool consists in analyzing
U. Biccari, M. Warma, E. Zuazua
semanticscholar +1 more source
A regularity structure for rough volatility [PDF]
A new paradigm has emerged recently in financial modeling: rough (stochastic) volatility. First observed by Gatheral et al. in high‐frequency data, subsequently derived within market microstructure models, rough volatility captures parsimoniously key ...
Christian Bayer+4 more
semanticscholar +1 more source
Regular and completely regular differential operators [PDF]
We define the concept of completely regular ordinary differential operators and give various criteria for operators to belong to this class. We give also criteria for Birkhof regularity of ordinary differential operators in terms of the growth of the Green function and basis property.
E. A. Shiryaev, A. A. Shkalikov
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Social context prevents heat hormetic effects against mutagens during fish development
This study shows that sublethal heat stress protects fish embryos against ultraviolet radiation, a concept known as ‘hormesis’. However, chemical stress transmission between fish embryos negates this protective effect. By providing evidence for the mechanistic molecular basis of heat stress hormesis and interindividual stress communication, this study ...
Lauric Feugere+5 more
wiley +1 more source
This commentary on "A Computational Approach to the Detection and Prediction of (Ir)Regularity in Children's Folk Songs" by Mihelač, Povoh, and Wiggins reflects on the use of methods of (statistical) expectation to analyze musical structure and ...
Carlos Eduardo Cancino-Chacon
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Regular factors in regular graphs
AbstractLet G be a k-regular, (k−1)-edge-connected graph with an even number of vertices, and let m be an integer such that1⩽m⩽k − 1. Then the graph obtained by removing any k − m edges of G, has an m-factor.
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