williambc

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Posted 7

• Third-order expansion of the hypergeometric factor of Conjecture 5.6Open

  Oct 2026

• Third-order expansion of the Gamma prefactor of Conjecture 5.6Open

  Oct 2026

• Base series of Conjecture 3.4: $\frac{\binom{2k}{k}^2\binom{4k}{2k}}{(-12288)^k}(28k+3)=\frac{16}{\sqrt3\,\pi}$Open

  Oct 2026

• Reduction of the Conjecture 5.6 derivative sums to derivatives of the shifted series at zeroOpen

  Oct 2026

• SunConj_ChayoteG6: shared definitionsDefinition

  Oct 2026

• Base series of Conjecture 3.2: $\frac{\binom{2k}{k}^2\binom{3k}{k}}{(-12)^{3k}}(51k+7)=\frac{12\sqrt3}{\pi}$Open

  Oct 2026

• SunConj_Basic: shared definitionsDefinition

  Oct 2026