Ebook Info
- Published: 2001
- Number of pages: 152 pages
- Format: PDF
- File Size: 6.69 MB
- Authors: Gerd Fischer
Description
Ruled varieties are unions of a family of linear spaces. They are objects of algebraic geometry as well as differential geometry, especially if the ruling is developable. This book is an introduction to both aspects, the algebraic and differential one. Starting from very elementary facts, the necessary techniques are developed, especially concerning Grassmannians and fundamental forms in a version suitable for complex projective algebraic geometry. Finally, this leads to recent results on the classification of developable ruled varieties and facts about tangent and secant varieties. Compared to many other topics of algebraic geometry, this is an area easily accessible to a graduate course.
User’s Reviews
Editorial Reviews: Book Description Special Algebraic Varieties About the Author Prof. Dr. em. Gerd Fischer war viele Jahre Professor für Mathematik an der Universität Düsseldorf. Er ist jetzt Gastprofessor an der Fakultät für Mathematik der TU München. Gerd Fischer ist Autor zahlreicher erfolgreicher Lehrbücher, u.a. der Linearen Algebra (vieweg studium – Grundkurs Mathematik). Dr. Jens Piontkowski ist Hochschuldozent am Mathematischen Institut der Heinrich-Heine-Universität Düsseldorf.
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Free Download Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics) in PDF format
Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics) PDF Free Download
Download Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics) 2001 PDF Free
Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics) 2001 PDF Free Download
Download Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics) PDF
Free Download Ebook Ruled Varieties: An Introduction to Algebraic Differential Geometry (Advanced Lectures in Mathematics)