Mosco Convergence

by Betascript Publishing
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Betascript Publishing Mosco Convergence
Betascript Publishing - Mosco Convergence

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Description

Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. In mathematics, Mosco convergence (or simply M-convergence), named for the Italian mathematician Umberto Mosco, is a notion of convergence for functionals that is useful in nonlinear analysis. It is closely related to the notion of -convergence. Mosco convergence is sometimes phrased as weak -liminf and strong -limsup convergence since it uses both the weak and strong topologies on a a topological vector space X.

Further information

Language:
Englisch
Number of Pages:
92
Media Type:
Taschenbuch
Publisher:
Betascript Publishing

Master Data

Product Type:
Paperback book
Package Dimensions:
0.23 x 0.15 x 0.01 m; 0.15 kg
GTIN:
09786131305023
DUIN:
ULKEF66V9LJ
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