Elementary Algebraic Geometry (Student Mathematical Library, Vol. 20) (Student Mathematical Library, V. 20)

By Klaus Hulek

It is a actual advent to algebraic geometry. the writer makes no assumption that readers understand greater than might be anticipated of an exceptional undergraduate. He introduces primary ideas in a manner that allows scholars to maneuver directly to a extra complicated e-book or path that is based extra seriously on commutative algebra.

The language is purposefully saved on an trouble-free point, keeping off sheaf idea and cohomology idea. The advent of recent algebraic recommendations is often influenced by means of a dialogue of the corresponding geometric principles. the most element of the ebook is to demonstrate the interaction among summary idea and particular examples. The booklet comprises various difficulties that illustrate the final idea.

The textual content is appropriate for complicated undergraduates and starting graduate scholars. It includes adequate fabric for a one-semester path. The reader may be acquainted with the fundamental thoughts of contemporary algebra. A path in a single advanced variable will be worthy, yet isn't worthy. it's also a very good textual content for these operating in neighboring fields (algebraic topology, algebra, Lie teams, etc.) who want to know the fundamentals of algebraic geometry.

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