[PDF] Top 20 Ergodic theory of G spaces
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Ergodic theory of G spaces
... In ti1e last section, the addi tion theorem \;as proved for endomorphisms of totally disconnected groups, Lie gropps and finite-dimensional abeliun groupso In order to be able to usc the[r] ... See full document
116
Descriptive Set Theory and the Ergodic Theory of Countable Groups
... the ergodic theory of countable groups A (probability-)measure preserving action of a (discrete) countably infinite group Γ on (X, µ) is a homomorphism a : Γ → A (X, ...probabilities spaces then we ... See full document
277
Approximation and Classification in the Ergodic Theory of Nonamenable Groups
... when G is amenable, sofic entropy relative to any approximation always agrees with classical Komogorov-Sina˘ı ...arbitrary G-systems by ...metric spaces and proved a variational principle relating it ... See full document
119
On nonlinear stability in various random normed spaces
... normed spaces Furthermore, the interdisciplinary relation among the theory of random spaces, the theory of non-Archimedean space, the theory of fixed point theory, the ... See full document
17
Cyclic Contraction on S- Metric Space
... approximation theory, computer sciences and so ...point theory in metric space is very interesting and attract many researchers to investigated different results on ... See full document
12
CHARACTERIZATION OF LORENZ-LIKE SYSTEM AND ESTIMATION OF MAXIMUM LYAPUNOV EXPONENT
... This is a mathematical model for thermally induced fluid convection in the atmosphere proposed by Lorenz in 1993. Lorenz was a meteorologist who made several contributions to chaos theory. While manually entering ... See full document
11
Entropy and Information Theory Robert M Gray pdf
... Information theory or the mathematical theory of communication has two primary goals: The first is the development of the fundamental theoretical lim- its on the achievable performance when communicating a ... See full document
306
Remarks on G-metric spaces and fixed point theorems
... In some cases, when the contractive condition is of nonlinear type, the above strategy cannot be used. However, we will show that we can deduce fixed point results on G-metric spaces from fixed point results ... See full document
7
Some multidimensional fixed point theorems on partially preordered G∗-metric spaces under (ψ,φ)-contractivity conditions
... 3. Ha, KS, Cho, YJ, White, A: Strictly convex and strictly 2-convex 2-normed spaces. Math. Jpn. 33, 375-384 (1988) 4. Dhage, BC: Generalized metric space and mapping with fixed point. Bull. Calcutta Math. Soc. 84, ... See full document
23
STRUCTURE OF G TYPE SPACES
... Example 3.20. Spec(R) is finite and 𝑑𝑖𝑚 𝑅 ≤ 1 if (and only if) R is acompactly packed G- type domain of essential type. (R is compactlypacked if, for any subset Ω of Spec(R) and any ideal I of R, the ... See full document
10
Fixed point theorem for set valued maps in G-metric space
... (G4) G(x, y , z) = G(x, z, y) = G(y, z, x) = · · · (symmetry in all three variables); • (G5) G(x, y , z) ≤ G(x, a, a) + G(a, y, z) for all x, y, z, a ∈ X, (rectangle ...function ... See full document
9
Fixed point theorems and iterative approximations for monotone nonexpansive mappings in ordered Banach spaces
... In this paper, we prove some existence theorems of fixed points of a monotone nonexpansive mapping T in a Banach space E with the partial order ‘≤’, where a such mapping may be discontinuous. In particular, in finite ... See full document
11
Pseudo Asymptotically Periodic Integral Solution of Partial Neutral Functional Differential Equations
... Let ( X, k · k) , ( Y, k · k) are two Banach spaces and N, R, R + and C stand for the set of natural numbers, real numbers, nonnegative real numbers and complex numbers, respectively. For A being a linear operator ... See full document
10
g ̂^*s continuous maps in topological spaces
... Definition 2.9 (Devi et al., 1993) A topological space (X, ) is called a space if every gs-closed set is closed. Definition 2.10 (Devi et al.,1993) A topological space (X, ) is called a space if every gs-closed set is ... See full document
6
On the maximal G compactification of products of two G spaces
... compact G-space is G-uniform, and hence every compact G-space is ...a G-Tych- onoff space is again G-Tychonoff, we see that if a G-space has a G-compactification, then it is ... See full document
9
Fixed point theorems for self map under some contractive conditions related to Φ-map
... Sims, Fixed point theorems for contractive mapping in complete G -metric spaces, Fixed Point Theory Appl. Sims, Some remarks concerning D -metric spaces, Proceedings International C[r] ... See full document
9
Strong Convergence of a Generalized Iterative Method for Semigroups of Nonexpansive Mappings in Hilbert Spaces
... Takahashi, “Existence of nonexpansive retractions for amenable semigroups of nonexpansive mappings and nonlinear ergodic theorems in Banach spaces,” Journal of Functional Analysis , vol.[r] ... See full document
16
Closed orbits of (G,τ) extension of ergodic toral automorphisms
... an ergodic automorphism of a finite-dimensional torus T . Also, let G be the set of elements in T with some fixed finite ...Then, G acts on the right of T, and by denoting the restriction of A to ... See full document
7
Some applications via common quadruple fixed point theorems in G-metric spaces
... S(β , γ , ω , α) = hβ = β , S(γ , ω, α , β ) = hγ = γ and S(ω , α , β , γ) = hω = ω . Thus (α , β , γ , ω) is quadruple fixed point of R, T, S, g, f and h. In the following we will show the uniqueness of common ... See full document
30
Nonlinear Mean Ergodic Theorems for Semigroups in Hilbert Spaces
... nonlinear ergodic theorems where the closed- ness and convexity of K and the asymptotically nonexpansivity of T were not ...weak ergodic theorem for semigroups of mappings on K satisfying condition (I) ... See full document
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