The Erdős discrepancy problem
,由 T Tao 著作 · 2015 · 被引用 50 次 — This answers a question of Erdős. In fact the argument also applies to sequences f taking values in the unit sphere of a real or complex Hilbert space. The ... ,由 RL Bras 著作 · 2014 · 被引用 9 次 — According to the Erdős discrepancy conjecture, for any infinite -pm 1 sequence, there exists a homogeneous arithmetic progression of unbounded ... ,由 N Frantzikinakis 著作 · 2019 — The Erdős discrepancy problem, now a theorem by T. Tao, asks whether every sequence with values plus or minus one has unbounded ... ,2015年10月1日 — Terence Tao of the University of California, Los Angeles, has proposed a solution to the long-standing Erdős discrepancy problem. Kyle ... ,The Erdős Discrepancy Problem on Simons Foundation. ... In this lecture, Terence Tao will discuss his general solution to the problem, published last year, and ... ,由 R Le Bras 著作 · 2014 · 被引用 9 次 — According to the Erdős discrepancy conjecture, for any infinite ±1 sequence, there exists a homogeneous arithmetic progression of unbounded discrepancy.
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https://en.wikipedia.org The Erdos discrepancy problem
由 T Tao 著作 · 2015 · 被引用 50 次 — This answers a question of Erdős. In fact the argument also applies to sequences f taking values in the unit sphere of a real or complex Hilbert space. The ... https://arxiv.org On the Erdos Discrepancy Problem
由 RL Bras 著作 · 2014 · 被引用 9 次 — According to the Erdős discrepancy conjecture, for any infinite -pm 1 sequence, there exists a homogeneous arithmetic progression of unbounded ... https://arxiv.org [1903.01881] Good weights for the Erdős discrepancy problem
由 N Frantzikinakis 著作 · 2019 — The Erdős discrepancy problem, now a theorem by T. Tao, asks whether every sequence with values plus or minus one has unbounded ... https://arxiv.org A Magical Answer to an 80-Year-Old Puzzle | Quanta Magazine
2015年10月1日 — Terence Tao of the University of California, Los Angeles, has proposed a solution to the long-standing Erdős discrepancy problem. Kyle ... https://www.quantamagazine.org The Erdős Discrepancy Problem - Simons Foundation
The Erdős Discrepancy Problem on Simons Foundation. ... In this lecture, Terence Tao will discuss his general solution to the problem, published last year, and ... https://www.simonsfoundation.o On the Erdős Discrepancy Problem | SpringerLink
由 R Le Bras 著作 · 2014 · 被引用 9 次 — According to the Erdős discrepancy conjecture, for any infinite ±1 sequence, there exists a homogeneous arithmetic progression of unbounded discrepancy. https://link.springer.com |