Polish LCA groups are strongly characterizable (English)
- New search for: Negro, G.
- New search for: Negro, G.
In:
TOPOLOGY AND ITS APPLICATIONS
;
162
;
66-75
;
2014
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ISSN:
- Article (Journal) / Print
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Title:Polish LCA groups are strongly characterizable
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Contributors:Negro, G. ( author )
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Published in:TOPOLOGY AND ITS APPLICATIONS ; 162 ; 66-75
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Publisher:
- New search for: Elsevier Science B.V., Amsterdam.
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Publication date:2014-01-01
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Size:10 pages
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ISSN:
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Type of media:Article (Journal)
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Type of material:Print
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Language:English
- New search for: 514
- Further information on Dewey Decimal Classification
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Classification:
DDC: 514 -
Source:
© Metadata Copyright the British Library Board and other contributors. All rights reserved.
Table of contents – Volume 162
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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Geometric automorphism groups of symplectic 4-manifoldsDai, Bo / Ho, Chung-I / Li, Tian-Jun et al. | 2013
- 12
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P-Filters and the perfect set propertyHe, Jialiang / Zhang, Shuguo et al. | 2013
- 20
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The lexicographic ordered products and the usual Tychonoff productsKemoto, Nobuyuki et al. | 2013
- 34
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On C-embeddedness of hyperspacesKemoto, N. / Ortiz-Castillo, Y.F. / Rojas-Hernández, R. et al. | 2013
- 43
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Truncated abelian lattice-ordered groups I: The pointed (Yosida) representationBall, Richard N. et al. | 2013
- 66
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Polish LCA groups are strongly characterizableNegro, G. et al. | 2013
- 76
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The Toronto problemBrian, William Rea et al. | 2013
- 91
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Non-weakly almost periodic recurrent points and distributionally scrambled sets on Formula Not ShownWu, X. / Chen, G. et al. | 2014
- 91
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Non-weakly almost periodic recurrent points and distributionally scrambled sets onWu, Xinxing / Chen, Guanrong et al. | 2013
- 100
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and locally compact normal spacesTall, Franklin D. et al. | 2013
- 100
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Formula Not Shown and locally compact normal spacesTall, F. D. et al. | 2014
- 116
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Bruner–Greenlees conjecture on real connective K theory of generalized quaternion groupsRodtes, Kijti et al. | 2013
- ii
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Editorial Board| 2013