Wyniki wyszukiwania dla: markov operatorsequicontinuitymeasuredual bounded lipschitz normweak topologyschur property - MOST Wiedzy

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Wyniki wyszukiwania dla: markov operatorsequicontinuitymeasuredual bounded lipschitz normweak topologyschur property

Wyniki wyszukiwania dla: markov operatorsequicontinuitymeasuredual bounded lipschitz normweak topologyschur property

  • Equivalence of equicontinuity concepts for Markov operators derived from a Schur-like property for spaces of measures

    Publikacja
    • S. C. Hille
    • T. Szarek
    • D. Worm
    • M. Ziemlańska

    - STATISTICS & PROBABILITY LETTERS - Rok 2021

    Various equicontinuity properties for families of Markov operators have been – and still are – used in the study of existence and uniqueness of invariant probability for these operators, and of asymptotic stability. We prove a general result on equivalence of equicontinuity concepts. It allows comparing results in the literature and switching from one view on equicontinuity to another, which is technically convenient in proofs....

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  • On the mixing property and the ergodic principle for nonhomogeneous Markov chains

    W pracy rozważane są różne typy zachowania granicznego nieskończenie wymiarowych niejednorodnych łańcuchów Markowa z czasem dyskretnym. Badana jest struktura geometryczna zbioru łańcuchów Markowa w normowej i mocnej topologii operatorowej.

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  • Limits Theorems for Random Walks on Homeo(S1)

    Publikacja

    - JOURNAL OF STATISTICAL PHYSICS - Rok 2022

    The central limit theorem and law of the iterated logarithm for Markov chains corresponding to random walks on the space Homeo(S1) of circle homeomorphisms for centered Lipschitz functions and every starting point are proved.

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  • Constructive Controllability for Incompressible Vector Fields

    Publikacja

    - Rok 2022

    We give a constructive proof of a global controllability result for an autonomous system of ODEs guided by bounded locally Lipschitz and divergence free (i.e. incompressible) vector field, when the phase space is the whole Euclidean space and the vector field satisfies so-called vanishing mean drift condition. For the case when the ODE is defined over some smooth compact connected Riemannian manifold, we significantly strengthen...

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  • Generalized Dobrushin Coefficients on Banach Spaces

    The asymptotic behavior of iterates of bounded linear operators (not necessarily positive), acting on Banach spaces, is studied. Through the Dobrushin ergodicity coefficient, we generalize some ergodic theorems obtained earlier for classical Markov semigroups acting on L1 (or positive operators on abstract state spaces).

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  • A Noether theorem for stochastic operators on Schatten classes

    We prove that a stochastic (Markov) operator S acting on a Schatten class C_1 satisfies the Noether condition S'(A) = A and S'(A^2) = A^2, where A is a Hermitian bounded linear operator on a complex Hilbert space H, if and only if, S(E(G)XE(G)) = E(G)S(X)E(G) holds true for every Borel subset G of the real line R, where E(G) denotes the orthogonal projection coming from the spectral resolution of A. Similar results are obtained...

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  • Algorithms for testing security in graphs

    In this paper we propose new algorithmic methods giving with the high probability the correct answer to the decision problem of security in graphs. For a given graph G and a subset S of a vertex set of G we have to decide whether S is secure, i.e. every subset X of S fulfils the condition: |N[X] \cap S| >= |N[X] \ S|, where N[X] is a closed neighbourhood of X in graph G. We constructed a polynomial time property pseudotester based...

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  • Computational issues of solving the 1D steady gradually varied flow equation

    In this paper a problem of multiple solutions of steady gradually varied flow equation in the form of the ordinary differential energy equation is discussed from the viewpoint of its numerical solution. Using the Lipschitz theorem dealing with the uniqueness of solution of an initial value problem for the ordinary differential equation it was shown that the steady gradually varied flow equation can have more than one solution....

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  • A few steps more towards NPT bound entanglement

    Publikacja

    - IEEE TRANSACTIONS ON INFORMATION THEORY - Rok 2010

    In this paper, existence of bound entangled states with nonpositive partial transpose (NPT) is considered. As one knows, existence of such states would in particular imply nonadditivity of distillable entanglement. Moreover, it would rule out a simple mathematical description of the set of distillable states. The particular state, known to be 1-copy nondistillable and supposed to be bound entangled, is considered. The problem of...

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  • Randomness Amplification under Minimal Fundamental Assumptions on the Devices

    Publikacja
    • R. Ramanathan
    • F. Brandão
    • K. Horodecki
    • M. Horodecki
    • P. Horodecki
    • H. Wojewódka

    - PHYSICAL REVIEW LETTERS - Rok 2016

    Recently, the physically realistic protocol amplifying the randomness of Santha-Vazirani sources producing cryptographically secure random bits was proposed; however, for reasons of practical relevance, the crucial question remained open regarding whether this can be accomplished under the minimal conditions necessary for the task. Namely, is it possible to achieve randomness amplification using only two no-signaling components...

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  • Normal-form preemption sequences for an open problem in scheduling theory

    Publikacja

    - JOURNAL OF SCHEDULING - Rok 2016

    Structural properties of optimal preemptive schedules have been studied in a number of recent papers with a primary focus on two structural parameters: the minimum number of preemptions necessary, and a tight lower bound on shifts, i.e., the sizes of intervals bounded by the times created by preemptions, job starts, or completions. These two parameters have been investigated for a large class of preemptive scheduling problems,...

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