I think Algebraic Geometry is too broad a subject to choose only one book. Maybe if one is a beginner then a clear introductory book is enough or if algebraic geometry is not ones major field of study then a self-contained reference dealing with the important topics thoroughly is enough. But Algebraic Geometry nowadays has grown into such a deep and ample field of study that a graduate student has
I'll take a stab at answering this controversial question in a way that might satisfy the OP and benefit the mathematical community. I also want to give some opinions that contrast with or at least complement grp. Like others, I must give the caveats: I do not understand Mochizuki's claimed proof, his other work, and I make no claims about the veracity of his recent work. First, some background wh
nt.number-theory × 69 ag.algebraic-geometry × 68 co.combinatorics × 58 reference-request × 57 pr.probability × 45 fa.functional-analysis × 37 lo.logic × 32 real-analysis × 32 rt.representation-theory × 31 dg.differential-geometry × 29 at.algebraic-topology × 29 gr.group-theory × 27 ct.category-theory × 24 analytic-number-theory × 24 ap.analysis-of-pdes × 23 set-theory × 22 ra.rings-and-algebras ×
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