Books on locally convex topological vector spaces

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My friend asked me for a good book about locally convex topological vector space. I'm not familar with this. Could you give me some good references on it?

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I admit I have a weakness for Rudin's Functional Analysis myself. Some people find Rudin's books too polished, though.

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There is a tome of Bourbaki on Topological Vector Spaces, it is always a good reference.

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There are quite long chapters devoted to locally convex tvs's in Topological Vector Spaces by H.H. Schaefer and in Topological Vector Spaces by A. Grothendieck.

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A very nice book is also "Topological vector spaces, distributions and kernels" by F. Trèves.