Random Operators
A common unique fixed point theorem for two random operators in Hilbert spaces
... We construct a sequence of measurable functions and consider its convergence to the unique common random fixed point of two random operators defined on a nonempty closed subset of a separable Hilbert ...
6
Weak contractive inequalities and compatible mixed monotone random operators in ordered metric spaces
... compatible random operators in a partially ordered metric space and prove some coupled random coincidence theorems for a pair of compatible mixed monotone random operators satisfying ( ...
20
Random approximation with weak contraction random operators and a random fixed point theorem for nonexpansive random self mappings
... a random map if and only if for each fixed x Î F, the mapping T(·, x): Ω ® F is measurable, and it is continuous if for each ω Î Ω, the mapping T(ω, ·): F ® X is ...the random fixed point of the ...
7
Random Fixed Point Theorem for Weakly Compatible Mappings under Implicit Relation in Cone Random Metric Spaces
... with random fixed point theory are used to give the solution of nonlinear system see [5-7, 11, 25] and nonlinear integral equation see ...Common random fixed points and random coincidence points of a ...
9
Fixed Point Of Multivalued Mapping On Polish Space
... of random equations. In a separable metric space random fixed point theorems for contractive mapping were proved by Spacek [1], Hans [2, 3], Mukherjee ...common random fixed points and random ...
5
Random iteration methods for strictly pseudo contractive operators
... of random xed points forms a central topic in this area. Random xed point theory has received much attention since the publication of the survey article by Bharucha-Reid (?) in 1976, in which the stochastic ...
7
Results on Generalized Quasi Contraction Random Operators
... common random fixed point theorems under con- tractive type condition in the framework of cone random metric ...common random fixed point theorems for six weakly compatible random ...
9
Random fixed point theorems for asymptotic 1 set contraction operators
... random operators includes the classes of condensing, nonexpansive, and LANE ran- dom ...prove random fixed point theorems of Krasnoselskii type for sum of an asymptotic 1-set contraction and a ...
6
Common random fixed points of compatible random operators
... type random operators on Banach ...common random fixed point for four ran- dom operators under a (ε,δ) contractive condition which was initiated by Meir and Keeler ...
15
Random Ishikawa Iteration Scheme of Two Random Operators
... for random opera- ...for random modified Ishikawa iteration scheme of two asymptotically quasi-nonexpansive random operators on a separable Banach ...
5
Hill's spectral curves and the invariant measure of the periodic KdV equation
... of random unitary n × n matrices taken from the compact group U (n) under nor- malized Haar measure (see, for example, [12], or ...their random matrix counterparts in ...
34
On multivalued nonlinear variational inclusion problems with accretive mappings in Banach spaces
... monotone operators, η-monotone operators, strictly η-monotone operators, strongly η-monotone operators, relaxed η-monotone operators, maximal monotone operators, maximal η- ...
12
Weighted boundedness for Toeplitz type operators related to strongly singular integral operators
... integral operators and their commutators is ...integral operators are introduced, and the bounded- ness for the operators generated by BMO and Lipschitz functions is ...type operators T b ...
11
Approximation properties of generalized Baskakov–Schurer–Szasz–Stancu operators preserving \(e^{ 2ax}, a>0\)
... where s is a positive integer, p is a non-negative integer, and 0 ≤ α ≤ β . By taking α = 0 and β = 0, we obtain Baskakov–Schurer–Szász operators [18]. In addition, by taking s + p = u, we get ...
16
Schatten's theorems on functionally defined Schur algebras
... (Ꮾ), in analogy with the fact that the dual of the compact operators on a Hilbert space is the trace-class operators. Denote by ( Ꮽ ) the space of matrices over the complex field C that are absolutely ...
19
On \((p,q)\) analogue of two parametric Stancu Beta operators
... Bernstein operators [], a (p, q)-analogue of the Bernstein- Stancu operators [], and a (p, q)-analogue of the Bernstein-Schurer operators [] and have studied their approximation ...other ...
15
Some approximation results on Bernstein Schurer operators defined by \((p,q)\) integers
... q)-Bernstein-Schurer operators and investigated some approximation properties of these ...q-Bernstein-Schurer operators, which are directly obtained by our results for p = ...
12
On operators satisfying an inequality
... generalized Weyl’s) theorem is that T is polaroid. Now since T and T ∗ are polaroid op- erators when T is algebraically k-quasi-∗-class A , then Weyl’s theorem and generalized Weyl’s theorem hold for T and T ∗ when T is ...
9
The spectral properties of \([m]\) complex symmetric operators
... In this paper, we introduce the class of [m]-complex symmetric operators and study various properties of this class. In particular, we show that if T is an [m]-complex symmetric operator, then T n is also an ...
9
Review on Overview of Oracle Operators
... arguments. Operators are represented by special characters or by ...of operators: unary and ...set operators. Following are the types of operators: ...
5