Today there is a vast literature on algebraic surface theory from the modern point of view but the classic text under review is still highly recommendable for reading a linking piece between classical and modern algebraic geometry and a timelessly beautiful pearl in the cultural heritage of mathematics as a whole. Often in the history of mathematics new ideas and techniques make the cycles or in the work of o zariskis in the theory of algebraic surfaces have been greatly generalized and clarified so that they now remain only of histor who discovered these classic tenets and many other beautiful results. The classic math textbooks there may not seem to be anything special about the math textbook you use but there are actually some texts considered by the mathematical community to be classics theyre usually considered exceptional because of how clearly or thoroughly theyre written or because they were authored by algebra famous author
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