What is a good book on topological rings and modules?


I'm interested in topological rings and modules typically endowed with non-linear topologies, e.g.. non-linearly topologized normed rings.


I have some references at my disposal, but I would like to ask for some here, just in case.


Thanks.


*Current references*:


**Seth Warner**: Topological Rings.


**Bourbaki**, Éléments de Mathématique. Topologie Générale. 


**Mihail Ursul**, Topological rings satisfying compactness conditions.



References on topological rings
Here are 3 references that haven't been mentioned yet. I am not sure if the latter two would be of any use to you, but probably are worth a look.


* Arnautov, Glavatsky, Mikhalev - Introduction to the Theory of Topological Rings and Modules (1995)
* Prolla - Topics in Functional Analysis over Valued Division Rings (1982)
* Shell - Topological Fields and Near-Valuations (1990)


