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Long arithmetic progressions in sum-sets and the number of x-sum-free sets

机译：和集和无x和和集的数量的长算术级数

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E. Szemerédi; V. H. Vu;
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年度 2003
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1. Sum-Set Inequalities From Aligned Image Sets: Instruments for Robust GDoF Bounds [J] . Davoodi Arash Gholami, Jafar Syed Ali IEEE Transactions on Information Theory . 2020,第10期

机译：Sum-Set Inequalities从对齐图像集：强大gdof边界的仪器
2. Degrees of Freedom Region of the (M, N₁, N₂) MIMO Broadcast Channel With Partial CSIT: An Application of Sum-Set Inequalities Based on Aligned Image Sets [J] . Gholami Davoodi Arash, Jafar Syed IEEE Transactions on Information Theory . 2020,第10期

机译：具有部分CSIT的（M，N₁，N 2）MIMO广播信道的自由度的自由度：基于对齐图像集的SUM集不等式的应用
3. ZERO-SUM FREE SETS WITH SMALL SUM-SET [J] . GAUTAMI BHOWMIK, IMMANUEL HALUPCZOK, JAN-CHRISTOPH SCHLAGE-PUCHTA Mathematics of computation . 2011,第276期

机译：具有零和集的零和免费集
4. Sum-set inequalities from aligned image sets: Instruments for robust GDoF bounds [C] . Arash Gholami Davoodi, Syed A. Jafar IEEE International Symposium on Information Theory . 2017

机译：对齐图像集的总和不等式：可靠的GDoF边界的工具
5. Arithmetic progressions on curves [D] . Alvarado, Alejandra. 2009

机译：曲线上的算术进展
6. On Sets of Integers Which Contain No Three Terms in Arithmetical Progression [O] . F. A. Behrend 1946

机译：关于在算术级数中不包含三项的整数集
7. Sum-Set Inequalities From Aligned Image Sets: Instruments for Robust GDoF Bounds [O] . Arash Gholami Davoodi, Syed Ali Jafar 2020

机译：Sum-Set Inequalities从对齐图像集：强大gdof边界的仪器

Long arithmetic progressions in sum-sets and the number of x-sum-free sets

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