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What are some good authors - or textbooks itself - of mathematics textbooks that focus on constructing elegant theorems, proofs, et cetera?

One example of author that writes that way would probably (and I say probably because I used one of his books only as a supplement, not as the main text) be Paul Halmos.

I am looking for real analysis, algebra and theory of numbers authors and textbooks, mainly.

Any suggestions?

It can also be authors/textbooks of physics books, but they must include mathematics teaching in their books. Also it doesn't have to be a very good book to study, I intend to use it as a way for recreational activities.

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  • $\begingroup$ I like Polya (classic) and Tao. $\endgroup$ – Don Thousand Aug 17 '20 at 2:48
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Proofs from the Book by Aigner & Ziegler.

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