Results 21 to 30 of about 39,038 (168)
Classifying crossed product C*-algebras [PDF]
, 2015 I combine recent results in the structure theory of nuclear C*-algebras and in topological dynamics to classify certain types of crossed products in terms of their Elliott invariants.
Winter, Wilhelm
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Ergodic Theory: Nonsingular Transformations
, 2009 This survey is a 2022 update of the 2008 version, with recent developments and new references.
Danilenko, Alexandre I., Silva, Cesar E.
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Eigen Operators of Ergodic Transformations [PDF]
Transactions of the American Mathematical Society, 1960 The importance of eigenvalues as a tool in the study of m.p.t.'s suggests that eigen operators, which include eigenvalues as a special case, may prove a yet finer tool in this work. In this paper, we will investigate the nature of eigen operators and their relation to their corresponding ergodic transformations.
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The simulation solution of nonlinear problems of ergodic electric-power processes transformation
MATEC Web of Conferences, 2017 The algorithm for the simulation solution of the stochastic electric-power processes problems (quadratic inertial smoothing (QIS) and quadratic cumulative averaging (QCA)) has been stated.
Bulgakov Alexander
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Predictability, entropy and information of infinite transformations
, 2009 We show that a certain type of quasi finite, conservative, ergodic, measure preserving transformation always has a maximal zero entropy factor, generated by predictable sets.
Aaronson, Jon, Park, Kyewon Koh
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Construction of ergodic transformations
Advances in Mathematics, 1982 Classes of piecewise constant functions, which can serve as the ergodic densities for constructible piecewise linear transformations, are characterized. Let ℋm denote the class of non-negative, continuous, piecewise monotonic functions f from an interval J into J, satisfying: (i) |f′ (x)| ≤ m, where the derivative exists, and (ii) f(x) has the value 0 ...
Friedman, Nathan, Boyarsky, Abraham
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Ergodicity and Conservativity of products of infinite transformations and their inverses
, 2015 We construct a class of rank-one infinite measure-preserving transformations such that for each transformation $T$ in the class, the cartesian product $T\times T$ of the transformation with itself is ergodic, but the product $T\times T^{-1}$ of the ...
Clancy, Julien +6 more
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A survey on spectral multiplicities of ergodic actions [PDF]
, 2011 Given a transformation $T$ of a standard measure space $(X,\mu)$, let $\Cal M(T)$ denote the set of spectral multiplicities of the Koopman operator $U_T$ defined in $L^2(X,\mu)\ominus\Bbb C$ by $U_Tf:=f\circ T$. It is discussed in this survey paper which
Danilenko, Alexandre I.
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Dense graph limits under respondent-driven sampling
, 2016 We consider certain respondent-driven sampling procedures on dense graphs. We show that if the sequence of the vertex-sets is ergodic then the limiting graph can be expressed in terms of the original dense graph via a transformation related to the ...
Athreya, Siva, Röllin, Adrian
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Second order ergodic theorems for ergodic transformations of infinite measure spaces [PDF]
Proceedings of the American Mathematical Society, 1992 For certain pointwise dual ergodic transformations T T we prove almost sure convergence of the log-averages \[ 1 log N ∑ n = 1 N 1
Aaronson, Jon +2 more
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