Maximum size of a set of integers with no two adding up to a square

Similar Works

Action	Title	Year	Authors
+	Maximum size of a set of integers with no two adding up to a square	2015	Endre Szemer di
+	Perfect squares have at most five divisors close to its square root	2013	Tsz Ho Chan
+ PDF Chat	Factors of a perfect square	2014	Tsz Ho Chan
+	On a problem of Erdős and Sárközy about sequences with no term dividing the sum of two larger terms	2023	Benjamin Bedert
+	A Note on a Question of Erdős and Graham	2004	József Solymosi
+ PDF Chat	Sets of integers with no large sum-free subset	2014	Sean Eberhard Ben Green Freddie Manners
+	Square-Free Integer	2010	Algebra Arithmetic
+	A maximal extension of the Bloom-Maynard bound for sets with no square differences	2023	Nuno Arala
+	A maximal extension of the Bloom-Maynard bound for sets without square differences	2024	Nuno Arala
+	The maximum size of a Sidon set contained in a sparse random set of integers	2011	Yoshiharu Kohayakawa SangJune Lee Vojtěch Rödl
+	Erdős, Klarner, and the 3x + 1 Problem	2018	Jeffrey C. Lagarias
+	One conjecture about size of Sidon sets	2013	Vladimir Blinovsky
+ PDF Chat	The upper logarithmic density of monochromatic subset sums	2022	David Conlon Jacob Fox Huy Tuan Pham
+	Bounds for the size of sets with the property D(n)	2004	Andrej Dujella
+	Conjectures and results on the size and number of Diophantine tuples	2008	Andrej Dujella Takao Komatsu
+	Erdős Covering Systems	2024	Paul Balister
+	Squares from blocks of consecutive integers: A problem of Erdős and Graham	2012	Michael A. Bennett Ronald van Luijk
+ PDF Chat	A Note on the Particular Set with Size Three	2016	Özen Özer
+	Squares In Sumsets	2010	Hoi H. Nguyen Van H. Vu
+	Squares in sumsets	2008	Hoi H. Nguyen Van V. Vu

Works That Cite This (0)

Action	Title	Year	Authors

Works Cited by This (0)

Action	Title	Year	Authors