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- Delta-convergence abstract "In mathematics, Delta-convergence, or Δ-convergence, is a mode of convergence in metric spaces, weaker than the usual metric convergence, and similar to (but distinct from) the weak convergence in Banach spaces. In Hilbert space, Delta-convergence and weak convergence coincide. For a general class of spaces, similarly to weak convergence, every bounded sequence has a Delta-convergent subsequence. Delta convergence was first introduced by Teck-Cheong Lim, and, soon after, under the name of almost convergence, by Tadeusz Kuczumow.".
- Delta-convergence wikiPageID "49394107".
- Delta-convergence wikiPageLength "3755".
- Delta-convergence wikiPageOutDegree "12".
- Delta-convergence wikiPageRevisionID "704810109".
- Delta-convergence wikiPageWikiLink Banach_space.
- Delta-convergence wikiPageWikiLink Banach–Alaoglu_theorem.
- Delta-convergence wikiPageWikiLink Category:Convergence_(mathematics).
- Delta-convergence wikiPageWikiLink Category:Nonlinear_functional_analysis.
- Delta-convergence wikiPageWikiLink Category:Theorems_in_functional_analysis.
- Delta-convergence wikiPageWikiLink Chebyshev_center.
- Delta-convergence wikiPageWikiLink Hilbert_space.
- Delta-convergence wikiPageWikiLink Metric_space.
- Delta-convergence wikiPageWikiLink Opial_property.
- Delta-convergence wikiPageWikiLink Uniformly_convex_space.
- Delta-convergence wikiPageWikiLink Uniformly_smooth_space.
- Delta-convergence wikiPageWikiLink Weak_topology.
- Delta-convergence wikiPageWikiLinkText "Delta-compactness theorem".
- Delta-convergence wikiPageWikiLinkText "Delta-convergence".
- Delta-convergence wikiPageWikiLinkText "Delta-limit".
- Delta-convergence wikiPageUsesTemplate Template:Functional_Analysis.
- Delta-convergence wikiPageUsesTemplate Template:Reflist.
- Delta-convergence subject Category:Convergence_(mathematics).
- Delta-convergence subject Category:Nonlinear_functional_analysis.
- Delta-convergence subject Category:Theorems_in_functional_analysis.
- Delta-convergence hypernym Mode.
- Delta-convergence type Single.
- Delta-convergence comment "In mathematics, Delta-convergence, or Δ-convergence, is a mode of convergence in metric spaces, weaker than the usual metric convergence, and similar to (but distinct from) the weak convergence in Banach spaces. In Hilbert space, Delta-convergence and weak convergence coincide. For a general class of spaces, similarly to weak convergence, every bounded sequence has a Delta-convergent subsequence.".
- Delta-convergence label "Delta-convergence".
- Delta-convergence wasDerivedFrom Delta-convergence?oldid=704810109.
- Delta-convergence isPrimaryTopicOf Delta-convergence.