Talk:Convergence of Measures and Metrizability: Difference between revisions
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==Weak-star Topologies== | |||
* Consider adding citation for the following concepts: weak-star topology, Banach-Alaoglu, unit ball can be metrized, net (Brezis? Wikipedia? whatever you want; it might be cool to change each phrase to a wikipedia preference) | |||
* Specify that phi, psi are elements of X*1. | |||
* Add a remark explaining why you work with nets instead of sequences. | |||
==Metrizability for duals of CX spaces== | |||
* Add a citation for this argument for separability. | |||
* In the second paragraph, emphasize that you are not assuming X compact. | |||
* Add a reference for Stone-Cech compactification. | |||
==Narrow convergence== | |||
* References :) | |||
==Wide convergence== | |||
* References :) |
Latest revision as of 17:39, 19 May 2020
Weak-star Topologies
- Consider adding citation for the following concepts: weak-star topology, Banach-Alaoglu, unit ball can be metrized, net (Brezis? Wikipedia? whatever you want; it might be cool to change each phrase to a wikipedia preference)
- Specify that phi, psi are elements of X*1.
- Add a remark explaining why you work with nets instead of sequences.
Metrizability for duals of CX spaces
- Add a citation for this argument for separability.
- In the second paragraph, emphasize that you are not assuming X compact.
- Add a reference for Stone-Cech compactification.
Narrow convergence
- References :)
Wide convergence
- References :)