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I'm interested in general in all number theory, but especially in solving diophantine equations and expressions with $\bmod$. Someone can advise me few books or web sites where I could find more?

I have found the book: "Fundamentals of number theory" (William J.LeVeque, 1977). It's good?

YiFan Tey
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Matteo
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    Classic is Hardy and Wright – J. W. Tanner Jul 18 '19 at 17:53
  • Yes, it can be very good because I can find it also in pdf. Are there latest publications? – Matteo Jul 18 '19 at 17:56
  • You have two specific courses in number theory, analytical and algebraic theory. In the first you have the book of T. M. Apostol and in the second you have two volumes of Ian Stewart, both very interesting. And as an excellent introduction is the book Foundations of the Theory of numbers of I.M. Vinográdov. But there are many more that are recommended. – Piquito Jul 18 '19 at 22:33

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According to Wikipedia, An Introduction to the Theory of Numbers

is a classic book in the field of number theory, by G. H. Hardy and E. M. Wright.

The fourth edition (1975 printing) is available on line.

The updated sixth edition was published in 2008.

J. W. Tanner
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I have always found Burton's number theory book "just right" for a first course in elementary number theory; in addition, he has, in my opinion, an extremely well written, informative, book on the history of mathematics.

If you are a more advanced student, you may find Hardy and Wright more agreeable, but if not, Burton's text might be a good place to start. I have found his explanations to be comprehensive and clear.

DDS
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please see here and here in Number Theory section.

Lisbeth
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