LDR 01924    a2200301   4500
010    _a9781107017658
090    _a16223
101    _aeng
102    _aGB
100    _a20171031              frey50       
200    _bM
       _aClassical algebraic geometry
       _fIgor V. Dolgachev
       _ea modern view
210    _cCambridge University Press
       _dcop. 2012
215    _a1 vol. (XII-639 p.)
300    _aThis is a long-expected book—preliminary versions have been circulating on the internet for years. As the title indicates, the aim of the book is to express in modern language some of the results in classical algebraic geometry obtained in the 19th (sometimes 20th) century. Some of these results can occasionally be found scattered in the modern literature, but this is certainly the first book devoted entirely to classical topics. Of course, in writing such a book one has to make choices. Still, the amount of material covered is absolutely impressive—it reflects the amazing culture of the author... (MSN)
320    _aBibliogr. p. 593-619. Index
676    _a2010
686    _20
       _bAlgebraic geometry -- Curves
       _xPlane and space curves
686    _20
       _bAlgebraic geometry -- Surfaces and higher-dimensional varieties
       _xSpecial surfaces
686    _20
       _bAlgebraic geometry -- Birational geometry
       _xBirational automorphisms, Cremona group and generalizations
686    _20
       _bAlgebraic geometry -- Curves
       _xTheta functions; Schottky problem
686    _20
       _bAlgebraic geometry
       _xSpecial varieties
700    _4070
       _bIgor Vladimirovich
856    _uhttps://zbmath.org/?q=an:1252.14001
856    _uhttp://www.ams.org/mathscinet-getitem?mr=2964027
905    _aaw
906    _aaw
001     16223
995    _f12434-01
       _xachat Ebsco
       _k14 DOL
       _eSalle R
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