TITLE: Commutative algebra with a view toward algebraic _number theory_
QUESTION [23 upvotes]: Someone asked me this today, and I don't know what the standard answer is:
Is there an analogue of David Eisenbud's rather amazing Commutative Algebra With a View Toward Algebraic Geometry but with a view toward algebraic number theory? Ideally, with the starting graduate student in mind and with a modern slant...

REPLY [7 votes]: Neukirch was already mentioned a couple of times.
Atiyah-MacDonald: Introduction to Commutative Algebra
P. Samuel: Algebraic Theory of Numbers (Has a fair amount of commutative algebra.)
Serre: Local Fields
Cassels-Frolich: Algebraic Number Theory (this is more advanced; not for a beginners)