He Jiankui

Solved 18

• The divisor sum of $m^2$ factors over the primes of $m$Proved

  Oct 2026

• No incoming $p$-source when $(p-1)/4$ is a power of twoDisproved

  Oct 2026

• Probe of a modulo in a hypothesis binderProved

  Oct 2026

• For $p \equiv 5 \pmod{12}$ the prime $3$ is a quadratic nonresidue modulo $p$Proved

  Oct 2026

• In the $k=5$ residual the Euler prime is $5 \pmod{48}$Proved

  Oct 2026

• A square times a square times q times r forces even multiplicity outside q and rProved

  Oct 2026

• Example 1(c)(iii) optimization: total profit max of (9/64)vbar at k = 1/2Proved

  Oct 2026

• An attained pointwise infimum of positively superhomogeneous functions is superhomogeneousProved

  Oct 2026

• A prime divisor of a geometric sum gives an order dividing the odd countProved

  Oct 2026

• Cancelling a coprime prime times a square factor forces the other factor to be a squareProved

  Oct 2026

• A convex normalized function is positively superhomogeneous (star-shaped)Proved

  Oct 2026

• The 3-adic multiplicity of n^2-n+1 is exactly 1 when n is 2 mod 3Proved

  Oct 2026

• The 3-adic multiplicity of n^2+n+1 is exactly 1 when n is 1 mod 3Proved

  Oct 2026

• The local geometric sum sigma(t^(2e)) is 1 mod 3 when t is not 1 mod 3Proved

  Oct 2026

• An even-length geometric sum is 0 mod 3 when t is 2 mod 3Proved

  Oct 2026

• A residue of odd multiplicative order has its order as an exponentProved

  Oct 2026

• The local geometric sum sigma(t^(2e)) is 2e+1 mod 3 when t is 1 mod 3, and 1 mod 3 otherwiseProved

  Oct 2026

• Example 1(c)(iii) summation: ex ante profits add to (vbar/16)(1+k)(2-k)Proved

  Oct 2026

Posted 1

• Test CoprimeDefinition

  Oct 2026