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Type a name for the bookmark (no spaces

Generalized type spaces

Generalized type spaces

... However, there are other notions, mainly epistemic ones, which cannot be modeled by ordinary type spaces. Bounded rationality of players is an ac- cepted idea in economics (see e.g. Rubinstein (1998)). One ...

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Integral Type Operators from  Spaces to Zygmund Type Spaces on the Unit Ball

Integral Type Operators from Spaces to Zygmund Type Spaces on the Unit Ball

... μ-Bloch spaces for all 0 < p, s < ∞, −n − 1 < q < ∞ see ...Bloch-type spaces to Zygmund-type spaces in ...Zygmund spaces, see 12, ...

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On a product type operator from Zygmund type spaces to Bloch Orlicz spaces

On a product type operator from Zygmund type spaces to Bloch Orlicz spaces

... Zhu in [] studied extended Cesàro operators from mixed-norm spaces to Zygmund- type spaces. Motivated by the above papers, in this paper, we investigate the boundedness and com- pactness of the ...

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Weighted Composition Operators from Logarithmic Bloch Type Spaces to Bloch Type Spaces

Weighted Composition Operators from Logarithmic Bloch Type Spaces to Bloch Type Spaces

... Recommended by Radu Precup The boundedness and compactness of the weighted composition operators from logarithmic Bloch-type spaces to Bloch-type spaces are studied here. Copyright q 2009 S. ...

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9. On an integral-type operator from mixed  norm spaces to Zygmund-type spaces

9. On an integral-type operator from mixed norm spaces to Zygmund-type spaces

... This paper studies the boundedness and compactness of an integral- type operator from mixed norm spaces to Zygmund-type spaces and little Zygmund-type spaces.. Mixed norm space, Zygmund-[r] ...

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STRUCTURE OF G TYPE SPACES

STRUCTURE OF G TYPE SPACES

... A.R. Alizadeh M. Department of Mathematics, Faculty of Science, Yasouj University, Yasouj, Iran Abstract. ‎ The issue of G-structures founded by Goldman in 1951 and then its extension named‎"‎G-type ...

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Multipliers and operators on the tempered
ultradistribution spaces of Roumieu type for the
distributional Hankel type transformation spaces

Multipliers and operators on the tempered ultradistribution spaces of Roumieu type for the distributional Hankel type transformation spaces

... Roumieu type for the space H μ , ν is defined, which is a subspace of the Hausd¨orff locally convex topological linear ...ultradistribution spaces for the distributional Hankel-type transformation ...

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Best Approximation in Uniformity Type Spaces

Best Approximation in Uniformity Type Spaces

... Uniform spaces had been studied extensively through ...uniform spaces. The object of this paper is to define uniform type spaces and a set valued map, to be called metric type, on such ...

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Common priors for generalized type spaces

Common priors for generalized type spaces

... eralized type spaces is that the ordinary type spaces are Hars´anyi type spaces, while the the generalized type spaces are not necessarily Hars´anyi type ...

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The binomial sequence spaces of nonabsolute type

The binomial sequence spaces of nonabsolute type

... sequence spaces b r,s 0 and b r,s c of nonabsolute type which include the spaces c 0 and c, ...the spaces b r,s 0 and b r,s c are linearly isomorphic to the spaces c 0 and c, in turn, ...

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Type and cotype of some Banach spaces

Type and cotype of some Banach spaces

... In this paper we compute the type and cotype for spaces of large class of Banach spaces generated by some positive sublinear operators and Banach function spaces.. This class includes fo[r] ...

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Type D spaces and quasi diagonalizability

Type D spaces and quasi diagonalizability

... The empty Type D spaces are a natural subclass of the algebraically special spaces with two commuting Killing vectors. This reveals[r] ...

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Common priors for generalized type spaces

Common priors for generalized type spaces

... eralized type spaces is that the ordinary type spaces are Hars´anyi type spaces, while the the generalized type spaces are not necessarily Hars´anyi type ...

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CARLESON MEASURES ON DIRICHLET-TYPE SPACES

CARLESON MEASURES ON DIRICHLET-TYPE SPACES

... DIRICHLET-TYPE SPACES GERARDO ...Dirichlet spaces with harmonic weights on the open unit ...these spaces and use the maximal inequality to give characterizations of the Carleson measures in ...
Harnack's inequality in spaces of homogeneous type

Harnack's inequality in spaces of homogeneous type

... nack’s inequality. Moser’s approach serves as a good motivation and provides a compar- ative study for other approaches to Harnack’s inequality. Moser’s iteration scheme is a very powerful tool and has been carried out ...

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Lipschitz-type functions on metric spaces

Lipschitz-type functions on metric spaces

... (Banach–Stone type). In the class of complete small-determined metric spaces X, the Lip-structure of X is determined by Lip ∗ (X) as an algebra as well as an unital vector ...

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QK Type Spaces and Bloch Type Spaces on the Unit Ball

QK Type Spaces and Bloch Type Spaces on the Unit Ball

... Scientific Research Fund of Sichuan Provincial Education Department of China (18ZA0416). Conflicts of Interest[r] ...

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On a family of Wiener type spaces

On a family of Wiener type spaces

... Throughout this work, we also will use Beurling weights, i.e.real valued, measurable and locally bounded functions w on a locally com- pact abelian group G which satisfy l<_w(x), w(x+[r] ...

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Volterra Type Operators on Zygmund Spaces

Volterra Type Operators on Zygmund Spaces

... [7] D.-C. Chang, R. Gilbert, and J. Tie, “Bergman projection and weighted holomorphic functions,” in Reproducing Kernel Spaces and Applications, vol. 143 of Oper. Theory Adv. Appl., pp. 147–169, Birkh¨auser, ...

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Error! Bookmark not defined. Error! Bookmark not defined. Error! Bookmark not defined.

Error! Bookmark not defined. Error! Bookmark not defined. Error! Bookmark not defined.

... CAUTION: RISK OF EXPLOSION IF BATTERY IS REPLACED BY AN INCORRECT TYPE. DISPOSE OF USED BATTERIES ACCORDING TO THE INSTRUCTIONS. Resetting the Remote Control You can reset the remote control back to the original ...

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