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Banach Lattices
Banach Lattices
Mathematics
Mathematical analysis
Pure mathematics
Operator theory
Approximation property
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ON A NEW CLASS OF FRÉCHET-URYSON SPACES
2016
Banach Lattices
A. V. Bukhvalov
A. I. Veksler
G. Ya. Lozanovskii
On Regular
Normal Algebras
S.A. Grigoryan
Sublinear Operators
A. M. Rubinov
M Ya Antonovskii
D. V. Chudnovskii
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ORDER ALMOST DUNFORD-PETTIS OPERATORS ON
2015
Banach Lattices
H Ardakani
S. M. S. Modarres
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nal examination, and several homework assignments will be given during the semester. The letter grade of the student will be determined upon considering the exams and the homeworks along with student's participation to the course. PRE-REQUISITIES: Acquaintance with the basics of Functional Analysis and Real Analysis.
2011
Banach Lattices
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A BANACH-STONE THEOREM FOR RIESZ ISOMORPHISMS OF
2009
Banach Lattices
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INVARIANT SUBSPACE THEOREMS FOR FAMILIES OF OPERATORS ON BANACH SPACES
2006
Banach Lattices
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1