HIGH DENSITY PIECEWISE SYNDETICITY OF Caltech Authors
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MAURO DI NASSO, ISAAC GOLDBRING, RENLING JIN, STEVEN LETH,. MARTINO LUPINI, AND KARL MAHLBURG. Abstract. M. Beiglböck, V. Bergelson , and A. Fish proved that if G is a countable amenable group and. A and B are subsets of G with positive Banach density, then the product set AB is piecewise syndetic.
[ ] High density piecewise syndeticity of sumsets
arxiv.org
... density piecewise syndeticity of sumsets. Authors: Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, Karl Mahlburg.
[ ] On a sumset conjecture of Erdős
arxiv.org
Authors: Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, Karl Mahlburg. (Submitted on 2 Jul (v1), last revised 23 Apr ( this ...
Mauro Di Nasso's articles on arXiv
arxiv.org
Authors: Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, Karl Mahlburg. Comments: 26 pages. Journal-ref: Monatsh. Math ( 2016), no. 3, Subjects: Logic (math.LO); Combinatorics (math.CO); Dynamical Systems (math.DS); Number Theory (math.NT). [11] arXiv: [pdf, ps, ...
[ ] A monad measure space for logarithmic density
arxiv.org
Authors: Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, Karl Mahlburg. (Submitted on 12 Mar 2015). Abstract: We ...
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Mauro Di Nasso,Isaac Goldbring,Renling Jin,Steven Leth,Martino Lupini,Karl Mahlburg Mathematics ,
Szemeredi’s proof of Szemeredi’s theorem | What's new
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A few weeks ago, I participated in a week-long workshop at the American Institute of Mathematics on “Nonstandard methods in combinatorial number theory”, and spent some time in a working group with Shabnam Akhtari, Irfam Alam, Renling Jin, Steven Leth, Karl Mahlburg, Paul Potgieter, and Henry ...
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Isaac Goldbring's Homepage
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A monad measure space for logarithmic density (with Mauro Di Nasso, Renling Jin, Steven Leth, Martino Lupini, and Karl Mahlburg) To appear in Monatshefte für Mathematik Model theory and the QWEP conjecture To appear in the Illinois Journal of Mathematics.
Past SQuaREs | American Inst. of Mathematics
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Past SQuaREs Ramifications of decorated minimal model program in arbitrary dimensions Kenneth Chan, Colin Ingalls, Kelly Jabbusch, Shinnosuke Okawa, Susan Sierra, and Michel Van den Bergh ... Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, and Karl Mahlburg Papers: Approximate polynomial structure in additively large …
Martino Lupini - Research
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On a sumset conjecture of Erdős (with Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Karl Mahlburg), Canadian Journal of Mathematics 67 (2015), no. 4, Nonstandard Analysis and the sumset phenomenon in arbitrary amenable groups (with Mauro Di Nasso ).
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Approximate polynomial structure in additively large sets, (joint with Mauro Di Nasso, Isaac Goldbring, Steven Leth, Martino Lupini, Karl Mahlburg), arXiv, INTEGERS: The Electronic Journal of Combinatorial Number Theory, 16 (2016), A49.
INTEGERS, Volume 16 (2016)
math.colgate.edu
A49: Approximate Polynomial Structure in Additively Large Sets. Mauro Di Nasso , Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, and Karl Mahlburg.
Isaac Goldbring's Homepage
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Definable closure in randomizations (with Uri Andrews and H. Jerome Keisler), Annals of Pure and Applied Logic, Volume 166, Issue 3 (2015), High density piecewise syndeticity of sumsets (with Mauro Di Nasso, Renling Jin, Steven Leth, Martino Lupini, and Karl Mahlburg), Advances in Mathematics, Volume
Volume 19, American Institute of Mathematics
www.aimath.org
by Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, and Karl Mahlburg , Intersection Multiplicity of Serre in the Unramified ...
au:Goldbring_I in:math - SciRate Search
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Density conditions on subsets of the natural numbers that imply the existence of approximate powers of arithmetic progressions are developed and explored. High density piecewise syndeticity of product sets in amenable groups · Mauro Di Nasso, Isaac Goldbring, Renling Jin, Steven Leth, Martino Lupini, Karl Mahlburg.
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