Results 21 to 30 of about 1,269,495 (263)
And/or trees: A local limit point of view [PDF]
Random Structures & Algorithms, 2018 We present here a new and universal approach for the study of random and/or trees, unifying in one framework many different models, including some novel ones not yet understood in the literature. An and/or tree is a Boolean expression represented in (one of) its tree shapes. Fix an integer k, take a sequence of random (rooted) trees of increasing size,
Nicolas Broutin, Cécile Mailler
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Limits Points of Endogenous Misspecified Learning [PDF]
SSRN Electronic Journal, 2020 We study how an agent learns from endogenous data when their prior belief is misspecified. We show that only uniform Berk–Nash equilibria can be long‐run outcomes, and that all uniformly strict Berk–Nash equilibria have an arbitrarily high probability of being the long‐run outcome for some initial beliefs.
Fudenberg, Drew +2 more
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Limit-point criteria for the matrix Sturm-Liouville operator and its powers [PDF]
Opuscula Mathematica, 2017 We consider matrix Sturm-Liouville operators generated by the formal expression \[l[y]=-(P(y^{\prime}-Ry))^{\prime}-R^*P(y^{\prime}-Ry)+Qy,\] in the space \(L^2_n(I)\), \(I:=[0, \infty)\). Let the matrix functions \(P:=P(x)\), \(Q:=Q(x)\) and \(R:=R(x)\)
Irina N. Braeutigam
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Limit-Point/Limit-Circle Results for Superlinear Damped Equations
Abstract and Applied Analysis, 2013 The authors study the nonlinear limit-point and limit-circle properties for second-order nonlinear damped differential equations of the form (a(t)|y'|p-1y')'+b(t)|y'|q-1y'+r(t)|y|λ-1y=0, where 00, and r(t)>0.
M. Bartušek, John R. Graef
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Conjugate points on a limiting extremal [PDF]
Proceedings of the National Academy of Sciences, 1976 Theorem 1 , together with the author's extensions of the Sturmian Comparison Theorems, will suffice to establish the basic Theorem 27.3, p. 211 of Global Variational Analysis: Weierstrass Integrals on a Riemannian Manifold.
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LIMIT POINT, STRONG LIMIT POINT AND DIRICHLET CONDITIONS FOR DISCRETE HAMILTONIAN SYSTEMS
Journal of Applied Analysis & Computation, 2020 Summary: This paper deals with discrete Hamiltonian systems with a singular endpoint. The limit point condition, the strong limit point condition and the Dirichlet condition are studied based on asymptotic behaviors or square summabilities in the maximal domains.
Zheng, Zhaowen, Shao, Jing
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Applied General TopologyThis study defines an orbitwise expansive point (OE), such as x in a metric space (X,ρ), if there is a number d>0 such that the orbits of a few points inside an arbitrary open sphere will maintain a distance greater than d from the corresponding points ...
Debasish Bhattacharjee +2 more
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Abstract and Applied Analysis, 2011 The purpose of the present paper is to establish some new criteria for the classification of the sublinear differential equation as of the nonlinear limit circle type or of the nonlinear limit point type. The criteria presented here generalize some known
Jing Shao, Wei Song
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Journal of Function Spaces, 2022 According to the definition of sequence shadowing property and regularly recurrent point in the inverse limit space, we introduce the concept of sequence shadowing property and regularly recurrent point in the double inverse limit space and study their ...
Zhan jiang Ji
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On Soft S_p-Closed and Soft S_p-Open Sets with Some Applications
Tikrit Journal of Pure ScienceIn this article, the concept of a soft -closed set is introduced. Its relationships with some other types of soft sets are explored and discussed. In addition, via soft -closed sets and soft -open sets, the concepts soft -neighborhood, soft -limit point,
Payman Majeed Mahmood +2 more
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