Showing results 1 to 20 of 39
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Publication Date | Article Title | Author(s) |
14-Jun-2015 | 2-server PIR with sub-polynomial communication | Dvir, Zeev; Gopi, Sivakanth |
8-Nov-2016 | 2-Server PIR with subpolynomial communication | Dvir, Zeev; Gopi, Sivakanth |
Dec-2016 | Affine extractors over large fields with exponential error | Bourgain, J; Dvir, Zeev; Leeman, E |
31-May-2014 | Breaking the quadratic barrier for 3-LCC’s over the Reals | Dvir, Zeev; Saraf, S; Wigderson, A |
17-Dec-2013 | Extensions to the method of multiplicities, with applications to kakeya sets and mergers | Dvir, Zeev; Kopparty, S; Saraf, S; Sudan, M |
2012 | Extractors for varieties | Dvir, Zeev |
16-Jul-2019 | Fourier and Circulant Matrices Are Not Rigid | Dvir, Zeev; Liu, Allen |
2014 | Improved Rank Bounds for Design Matrices and a New Proof of Kelly's Theorem | Dvir, Zeev; Saraf, Shubhangi; Wigderson, Avi |
2012 | Incidence Theorems and Their Applications | Dvir, Zeev |
2014 | Lower Bounds for Approximate LDCs | Briët, Jop; Dvir, Zeev; Hu, Guangda; Saraf, Shubhangi |
2011 | Matching Vector Codes | Dvir, Zeev; Gopalan, Parikshit; Yekhanin, Sergey |
2013 | Matching-vector families and LDCs over large modulo | Dvir, Zeev; Hu, G |
2019 | Matrix Rigidity and the Croot-Lev-Pach Lemma | Dvir, Zeev; Edelman, Benjamin L |
1-Jun-2013 | New bounds for matching vector families | Bhowmick, A; Dvir, Zeev; Lovett, S |
25-Sep-2014 | New bounds for matching vector families | Bhowmick, A; Dvir, Zeev; Lovett, S |
2017 | On the number of ordinary lines determined by sets in complex space | Basit, A; Dvir, Zeev; Saraf, S; Wolf, C |
2019 | On the Number of Ordinary Lines Determined by Sets in Complex Space | Basit, Abdul; Dvir, Zeev; Saraf, Shubhangi; Wolf, Charles |
2015 | On the Number of Rich Lines in Truly High Dimensional Sets | Dvir, Zeev; Gopi, Sivakanth |
29-Oct-2019 | Outlaw Distributions and Locally Decodable Codes | Briët, Jop; Dvir, Zeev; Gopi, Sivakanth |
2017 | Outlaw Distributions and Locally Decodable Codes | Briët, Jop; Dvir, Zeev; Gopi, Sivakanth |