Results 131 to 140 of about 202 (182)

Generalized Alexandroff Duplicates and CD 0(K) spaces

Open Mathematics, 2006
Çaglar Mert, Ercan Zafer, Polat Faruk
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Standing and travelling waves in a spherical brain model: The Nunez model revisited. [PDF]

Physica D, 2017
Visser S, Nicks R, Faugeras O, Coombes S.   +3 more
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Rational mutagenesis to support structure-based drug design: MAPKAP kinase 2 as a case study. [PDF]

BMC Struct Biol, 2009
Argiriadi MA, Sousa S, Banach D, Marcotte D, Xiang T, Tomlinson MJ, Demers M, Harris C, Kwak S, Hardman J, Pietras M, Quinn L, DiMauro J, Ni B, Mankovich J, Borhani DW, Talanian RV, Sadhukhan R.   +17 more
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THE SEMIGROUP OF METRIC MEASURE SPACES AND ITS INFINITELY DIVISIBLE PROBABILITY MEASURES. [PDF]

Trans Am Math Soc, 2017
Evans SN, Molchanov I.
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Type II₁ factors satisfying the spatial isomorphism conjecture. [PDF]

Proc Natl Acad Sci U S A, 2012
Cameron J, Christensen E, Sinclair AM, Smith RR, White SA, Wiggins AD.   +5 more
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The Kadison-Singer problem in mathematics and engineering. [PDF]

Proc Natl Acad Sci U S A, 2006
Casazza PG, Tremain JC.
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Unusual water-mediated antigenic recognition of the proinflammatory cytokine interleukin-18. [PDF]

J Biol Chem, 2009
Argiriadi MA, Xiang T, Wu C, Ghayur T, Borhani DW.   +4 more
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Diagrams for Banach lattices

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Banach Spaces and Banach Lattices

2016
We shall now give some background in the theory of normed and Banach spaces, including the key definitions of dual and bidual spaces and of an isomorphism and an isometric isomorphism between two normed spaces. In particular, we shall show how certain bidual spaces can be embedded in other Banach spaces.
H. G. Dales, F. K. Dashiell, A. T.-M. Lau, D. Strauss   +3 more
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BANACH LATTICES - SOME BANACH ASPECTS OF THEIR THEORY

Russian Mathematical Surveys, 1979
CONTENTSIntroduction § 1. Preliminary results from the theory of Banach lattices § 2. Banach invariant properties of Banach lattices § 3. Banach invariant properties and Banach constants in Banach lattices § 4. Banach theorems in the theory of Banach lattices § 5. The approximation problem in Banach lattices § 6. On Banach spaces that are isomorphic or
Bukhvalov, A. V., Veksler, A. I., Lozanovskij, G. Ya.   +2 more
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