Serguei V. Astashkin and Guillermo P. Curbera- Symmetric kernel of Rademacher multiplicator spaces

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    mailto:[email protected]:[email protected]://www.elsevier.com/locate/jfa

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Prepared for CIS 6650.01 © 2007 W. Lu/J. Cole 1 "Colombo: Lightweight middleware for service- oriented computing" by F. Curbera, M. J. Duftler, R. Khalaf,

Prepared for CIS 6650.01 © 2007 W. Lu/J. Cole 1 "Colombo: Lightweight middleware for service- oriented computing" by F. Curbera, M. J. Duftler, R. Khalaf,

S.V. Astashkin, L. Maligranda and E.M. Semenov- Multiplicator space and complemented subspaces of rearrangement invariant space

S.V. Astashkin, L. Maligranda and E.M. Semenov- Multiplicator space and complemented subspaces of rearrangement invariant space

S. V. Astashkin and F. A. Sukochev- Best Constants in Rosenthal-Type Inequalities and the Kruglov Operator

S. V. Astashkin and F. A. Sukochev- Best Constants in Rosenthal-Type Inequalities and the Kruglov Operator

S. V. Astashkin- Extrapolation properties of the scale of Lp-spaces

S. V. Astashkin- Extrapolation properties of the scale of Lp-spaces

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S.V. Astashkin- Interpolation of Operators in Quasinormed Groups of Measurable Functions

S.V. Astashkin and F.A. Sukochev- Series of Independent Random Variables in Rearrangement Invariant Spaces: An Operator Approach

S.V. Astashkin and F.A. Sukochev- Series of Independent Random Variables in Rearrangement Invariant Spaces: An Operator Approach

Content · low = 4, purple = 7, red = 00, together 4.700 ohms, or 4.7 kΩ. The resistor color code Color Ring 1 1st number Ring 2 2nd number Ring 3 Multiplicator Ring 4 Tolerance

Content · low = 4, purple = 7, red = 00, together 4.700 ohms, or 4.7 kΩ. The resistor color code Color Ring 1 1st number Ring 2 2nd number Ring 3 Multiplicator Ring 4 Tolerance

Multiplicator Diodic - Energie Gratis

Multiplicator Diodic - Energie Gratis

Francisco Curbera 1, Amit Sheth 2,3, Kunal Verma 2 1 IBM T.J. Watson Research Center (USA) 2 LSDIS Lab, University of Georgia 3 Semagix, Inc (USA) Service.

Francisco Curbera 1, Amit Sheth 2,3, Kunal Verma 2 1 IBM T.J. Watson Research Center (USA) 2 LSDIS Lab, University of Georgia 3 Semagix, Inc (USA) Service.

Serguei V. Astashkin and Guillermo P. Curbera- Rearrangement invariance of Rademacher multiplicator spaces

Serguei V. Astashkin and Guillermo P. Curbera- Rearrangement invariance of Rademacher multiplicator spaces

S. V. Astashkin- Description of the Interpolation Spaces Between (l-1(omega^0),l-1(omega^1)) and (l-infinity(omega^0), l-infinity(omega^1))

S. V. Astashkin- Description of the Interpolation Spaces Between (l-1(omega^0),l-1(omega^1)) and (l-infinity(omega^0), l-infinity(omega^1))

S.V. Astashkin, E.M. Semenov and F.A. Sukochev- The Banach-Saks p-property

S.V. Astashkin, E.M. Semenov and F.A. Sukochev- The Banach-Saks p-property

S. V. Astashkin- One Property of Functors of the Real Interpolation Method

S. V. Astashkin- One Property of Functors of the Real Interpolation Method

Organization committee - Universiteit Leidenwebsites.math.leidenuniv.nl/.../program.pdf · Contributed lectures: Room C7 Chair: Curbera 13:45{14:15 Farruh Shahidi (International Islamic

Organization committee - Universiteit Leidenwebsites.math.leidenuniv.nl/.../program.pdf · Contributed lectures: Room C7 Chair: Curbera 13:45{14:15 Farruh Shahidi (International Islamic

S.V. Astashkin and F.A. Sukochev- Banach–Saks property in Marcinkiewicz spaces

S.V. Astashkin and F.A. Sukochev- Banach–Saks property in Marcinkiewicz spaces

S. V. Astashkin- Systems of random variables equivalent in distribution to the Rademacher system and K-closed representability of Banach couples

S. V. Astashkin- Systems of random variables equivalent in distribution to the Rademacher system and K-closed representability of Banach couples

S. V. Astashkin- Extrapolation Functors on a Family of Scales Generated by the Real Interpolation Method

S. V. Astashkin- Extrapolation Functors on a Family of Scales Generated by the Real Interpolation Method

S. V. Astashkin- Disjointly Strictly Singular Inclusions of Symmetric Spaces

S. V. Astashkin- Disjointly Strictly Singular Inclusions of Symmetric Spaces

S. V. Astashkin- On Cones of Step Functions in Rearrangement Invariant Spaces

S. V. Astashkin- On Cones of Step Functions in Rearrangement Invariant Spaces

S.V. Astashkin, F.A. Sukochev and C.P. Wong- Disjointification of Martingale Differences and Conditionally Independent Random Variables with Some Applications

S.V. Astashkin, F.A. Sukochev and C.P. Wong- Disjointification of Martingale Differences and Conditionally Independent Random Variables with Some Applications