Resources | The Polynomial Method | Mathematics | MIT OpenCourseWare

Course Info

Instructor

Prof. Lawrence D Guth

Departments

Mathematics

As Taught In

Fall 2012

Level

Graduate

Topics

Mathematics

Algebra and Number Theory

Discrete Mathematics

Learning Resource Types

Problem Sets

Lecture Notes

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Assignments

18.S997 Fall 2012 The Polynomial Method: Optional Final Project

18.S997 Fall 2012 The Polynomial Method: Problem Set 1

18.S997 Fall 2012 The Polynomial Method: Problem Set 2

18.S997 Fall 2012 The Polynomial Method: Problem Set 3

18.S997 Fall 2012 The Polynomial Method: Problem Set 4

Lecture Notes

18.S997 Fall 2012 The Polynomial Method: The Regulus Detection Lemma

18.S997 Fall 2012 The Polynomial Method: A Version of the Joints Theorem for Long Thin Tubes

18.S997 Fall 2012 The Polynomial Method: An Application to Incidence Geometry

18.S997 Fall 2012 The Polynomial Method: Background on Connections Between Analysis and Combinatorics (Loomis-Whitney)

18.S997 Fall 2012 The Polynomial Method: Besictovitch's Construction

18.S997 Fall 2012 The Polynomial Method: Bezout Theorem

18.S997 Fall 2012 The Polynomial Method: Crossing Numbers and Distance Problems

18.S997 Fall 2012 The Polynomial Method: Crossing Numbers and Distinct Distances

18.S997 Fall 2012 The Polynomial Method: Crossing Numbers and the Szemeredi-Trotter Theorem

18.S997 Fall 2012 The Polynomial Method: Degree Reduction

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