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Author Guth, Larry, 1977-
Title Polynomial methods in combinatorics / [electronic resource] Larry Guth
Imprint Providence, Rhode Island : American Mathematical Society, [2016]
book jacket
Descript 1 online resource (ix, 273 pages : illustrations)
text rdacontent
unmediated rdamedia
volume rdacarrier
Series University Lecture Series, v. 64
Note Includes bibliographical references
Chapter 1. Introduction Chapter 2. Fundamental examples of the polynomial method Chapter 3. Why polynomials? Chapter 4. The polynomial method in error-correcting codes Chapter 5. On polynomials and linear algebra in combinatorics Chapter 6. The Bezout theorem Chapter 7. Incidence geometry Chapter 8. Incidence geometry in three dimensions Chapter 9. Partial symmetries Chapter 10. Polynomial partitioning Chapter 11. Combinatorial structure, algebraic structure, and geometric structure Chapter 12. An incidence bound for lines in three dimensions Chapter 13. Ruled surfaces and projection theory Chapter 14. The polynomial method in differential geometry Chapter 15. Harmonic analysis and the Kakeya problem Chapter 16. The polynomial method in number theory
Access is restricted to licensed institutions
Electronic reproduction. Providence, Rhode Island : American Mathematical Society. 2016
Mode of access : World Wide Web
Description based on print version record
Link Print version: Guth, Larry, 1977- Polynomial methods in combinatorics / (DLC) 2016007729 1047-3998 9781470428907
Subject Combinatorial geometry
Polynomials
Geometry, Algebraic
Combinatorics -- Extremal combinatorics -- None of the above, but in this section. msc
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