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Instructor
Prof. Lawrence D Guth
Departments
Mathematics
As Taught In
Fall 2012
Level
Graduate
Topics
Mathematics
Algebra and Number Theory
Discrete Mathematics
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assignment
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18.S997 | Fall 2012 | Graduate
The Polynomial Method
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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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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
assignment
Problem Sets
notes
Lecture Notes
Download Course