Projects
Reading
People
Chat
SU\G
(đž)
/K·U
Projects
Reading
People
Chat
Sign Up
Light
Dark
System
The inverse theorem for the nonlinear Roth configuration: an exposition
Sean Prendiville
Type:
Preprint
Publication Date:
2020-03-09
Citations:
4
View Publication
Share
Locations
arXiv (Cornell University) -
View
Similar Works
Action
Title
Year
Authors
+
The inverse theorem for the nonlinear Roth configuration: an exposition
2020
Sean Prendiville
+
PDF
Chat
The Bergman metric in the normal direction: a counterexample.
2000
Klas Diederich
Gregor Herbort
+
Chapter 12. The Bergman metric
2013
+
The Bergman metric
1979
Robert E. Greene
HongYan Wu
+
The affine Cauchy problem
2008
Juan A. Aledo
Antonio MartĂnez
Francisco MilĂĄn
+
The linear Cauchy problem
2012
Jeffrey Rauch
+
The axisymmetric Ï-Nirenberg problem
2021
YanYan Li
Luc Nguyen
Bo Wang
+
85.61 Geometrical interpretation of
2001
Robert J. Clarke
+
The Helmhotz-Lie problem
2008
+
The local theory of the Cauchy problem
2015
Carlos E. Kenig
+
On the Convexity of the Heinz Means
2010
Fuad Kittaneh
+
The Cauchy-Goursat problem
1971
Paul DuChateau
+
PDF
Chat
The Cauchy-Goursat problem
1972
Paul Du Chateau
+
PDF
Chat
Bumpy metric theorem in the sense of Mané for non-convex Hamiltonians
2022
Shahriar Aslani
Patrick Bernard
+
PDF
Chat
On the problem of KĂ€hler convexity in the Bergman metric
2004
Gregor Herbort
+
INVERSE OF THE BERGE MAXIMUM THEOREM IN CONVEX METRIC SPACES
2003
Koji Aoyama
+
PDF
Chat
A METRIC INDUCED BY THE BERGMAN KERNEL
2014
Jong Jin Kim
+
Completeness of the Bergman Metric
2000
æź·æ °è
è””æŻć
+
PDF
Chat
The nonlinear Cauchy problem
2012
Jeffrey Rauch
+
On non-compact convexity in the James space
2000
Sergio FalcĂłn
Works That Cite This (4)
Action
Title
Year
Authors
+
PDF
Chat
Joint ergodicity of sequences
2023
Nikos Frantzikinakis
+
PDF
Chat
Pointwise ergodic theorems for non-conventional bilinear polynomial averages
2022
Ben Krause
Mariusz Mirek
Terence Tao
+
PDF
Chat
A Polylogarithmic Bound in the Nonlinear Roth Theorem
2020
Sarah Peluse
Sean Prendiville
+
PDF
Chat
A POLYNOMIAL ROTH THEOREM FOR CORNERS IN FINITE FIELDS
2021
Rui Han
Michael T. Lacey
Fan Yang
Works Cited by This (9)
Action
Title
Year
Authors
+
PDF
Chat
Polynomial extensions of van der Waerdenâs and SzemerĂ©diâs theorems
1996
Vitaly Bergelson
A. Leibman
+
PDF
Chat
Quadratic uniformity of the Möbius function
2008
Ben Green
Terence Tao
+
PDF
Chat
Concatenation theorems for anti-Gowers-uniform functions and Host-Kra characteristic factors
2016
Terence Tao
Tamar Ziegler
+
PDF
Chat
Quantitative bounds in the polynomial Szemerédi theorem: the homogeneous case
2017
Sean Prendiville
+
PDF
Chat
Nonlinear Roth type theorems in finite fields
2017
Jean Bourgain
Mei-Chu Chang
+
Quantitative bounds in the nonlinear Roth theorem
2024
Sarah Peluse
Sean Prendiville
+
PDF
Chat
A Polylogarithmic Bound in the Nonlinear Roth Theorem
2020
Sarah Peluse
Sean Prendiville
+
PDF
Chat
Decompositions, approximate structure, transference, and the Hahn-Banach theorem
2010
W. T. Gowers
+
PDF
Chat
On the polynomial Szemerédi theorem in finite fields
2019
Sarah Peluse