Credit Beigel–Gasarch for the 205/12 square-difference construction - #175
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Credit Beigel–Gasarch for the 205/12 square-difference construction#175Chessing234 wants to merge 1 commit into
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The recorded exponent 1/2(1+log 12 / log 205) is Theorem 3.7 of arXiv:0804.4892 (2008), with an explicit 12-element residue class modulo 205. Lewko 2015 publishes the same exponent independently and should not be the sole citation.
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Refs #168 (item 3).
The C_{4b} table credited$\tfrac12(1+\log 12/\log 205)\approx 0.733412$ only to Lewko 2015. Beigel–Gasarch, arXiv:0804.4892 (2008), already prove that bound as Theorem 3.7, with the explicit residue set
Lewko's 2015 EJC abstract records the same exponent independently; it stays in the references and in the comments column. The numerical value is unchanged.
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