Andreas Mountakis

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All published works

Action	Title	Year	Authors
+	Finding product sets in some classes of amenable groups	2025	Dimitrios Charamaras Andreas Mountakis
+ PDF Chat	On multiplicative recurrence along linear patterns	2024	Dimitrios Charamaras Andreas Mountakis Konstantinos Tsinas
+	Distinguishing sets of strong recurrence from van der Corput sets	2024	Andreas Mountakis
+ PDF Chat	Finding product sets in some classes of amenable groups	2024	Dimitrios Charamaras Andreas Mountakis
+	Distinguishing sets of strong recurrence from van der Corput Sets	2022	Andreas Mountakis

Common Coauthors

Coauthor	Papers Together
Dimitrios Charamaras	3
Konstantinos Tsinas	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	Ergodic transformation groups with a pure point spectrum	1964	George W. Mackey	1
+	Pointwise theorems for amenable groups	1999	Elon Lindenstrauss	1
+	Ergodic Theory via Joinings	2003	Eli Glasner	1
+	Recurrence in Ergodic Theory and Combinatorial Number Theory	1981	Harry Furstenberg	1
+	Ruzsa’s problem on sets of recurrence	1987	Jean Bourgain	1
+ PDF Chat	Van der Corput sets in Z<sup>d</sup>	2008	Vitaly Bergelson Emmanuel Lesigne	1
+ PDF Chat	Diophantische Ungleichungen. I. Zur Gleichverteilung Modulo Eins	1931	J. G. van der Corput	1
+	Groups of polynomial growth and expanding maps	1981	Mikhael Gromov	1
+ PDF Chat	Uniformity seminorms on ℓ∞ and applications	2009	Bernard Host Bryna Kra	1
+	The construction of a set of recurrence which is not a set of strong recurrence	1991	A. H. Forrest	1
+	Van der corput’s difference theorem	1978	Teturo Kamae Michel Mendès France	1
+	Nilpotent Structures in Ergodic Theory	2018	Bernard Host Bryna Kra	1
+ PDF Chat	An ergodic correspondence principle, invariant means and applications	2021	Vitaly Bergelson Andreu Ferré Moragues	1
+ PDF Chat	Problems and Results on Combinatorial Number Theory	1973	Paul Erdős	1
+	Ergodic Theory	2016	David Kerr Hanfeng Li	1
+	Infinite sumsets in sets with positive density	2023	Bryna Kra Joel Moreira Florian Richter Donald Robertson	1
+ PDF Chat	A proof of Erdős’s 𝐵+𝐵+𝑡 conjecture	2024	Bryna Kra Joel Moreira Florian Richter Donald Robertson	1