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English
Uniformity in linear spaces
scientific article published in 1938
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instance of
scholarly article
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title
Uniformity in linear spaces
(English)
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author
Nelson Dunford
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1
object named as
Nelson Dunford
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language of work or name
English
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publication date
1938
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number of pages
52
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published in
Transactions of the American Mathematical Society
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volume
44
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page(s)
305-356
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maintained by WikiProject
WikiProject Mathematics
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cites work
Elementary proofs of some known theorems of the theory of complex Euclidean spaces
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35
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Theorie des operations lineaires
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1
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Sur les opérations dans les ensembles abstraits et leur application aux équations intégrales
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2
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Integration of functions with values in a Banach space
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3
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Integration of functions whose values are the elements of a vector space
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4
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Transformations on sequence spaces
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5
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Integration in general analysis
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6
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On linear operations in the space of bounded functions
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7
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On the integral of a functional extended to an abstract set
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8
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Riemann integration and Taylor's theorem in general analysis
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10
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About sequences of linear operations
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11
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On uniform limitedness of sets of functional operations
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13
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On Bounded Linear Functional Operations
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15
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Linear operations on functions of bounded variation
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16
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On singular integrals
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18
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ON BOUNDED BILINEAR FORMS IN AN INFINITE NUMBER OF VARIABLES
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19
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On the theory of measure in combinatorial spaces and its application to the calculus of probabilities. I. Independent variables
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20
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About adjoint functional operators
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21
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On a generalization of the integrals of J. Radon
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22
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Contributions to the theory of orthogonal developments II
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23
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On integration in vector spaces
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24
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A note on regular Banach spaces
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25
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A Note on Bilinear Forms
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26
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Integration in abstract spaces
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29
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Addition to the Note on Some Functionals
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31
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On a Theorem of Hahn-Steinhaus
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32
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About linear, complete functional operations
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33
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About general linear averages
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36
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Note on a Paper of M. Banach
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38
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Identifiers
DOI
10.1090/S0002-9947-1938-1501971-X
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Google Scholar paper ID
18340250274491428037
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Mathematical Reviews ID
1501971
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zbMATH Open document ID
0019.41604
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64.0371.01
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