THE LOGARITHMICALLY AVERAGED CHOWLA AND ELLIOTT CONJECTURES FOR TWO-POINT CORRELATIONS TERENCE TAO Abstract. Let λ denote the Liouville function. The Chowla conjecture, in the two-point correlation case, asserts that

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Date: 2015-09-18 20:32:11 Mathematics Number theory Mathematical analysis Multiplicative function Twin prime Prime number theorem Limit of a function		THE LOGARITHMICALLY AVERAGED CHOWLA AND ELLIOTT CONJECTURES FOR TWO-POINT CORRELATIONS TERENCE TAO Abstract. Let λ denote the Liouville function. The Chowla conjecture, in the two-point correlation case, asserts that Add to Reading List Source URL: terrytao.files.wordpress.com Download Document from Source Website File Size: 446,69 KB Share Document on Facebook

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	THE LOGARITHMICALLY AVERAGED CHOWLA AND ELLIOTT CONJECTURES FOR TWO-POINT CORRELATIONS TERENCE TAO Abstract. Let λ denote the Liouville function. The Chowla conjecture, in the two-point correlation case, asserts that DocID: 1kXTC - View Document