Tinebra Daniel

On Ternary Representations of Odd Integers as Sums of Twin Primes: A Sun-Type Conjecture, a Shifted-Base Refinement, and Numerical Evidence

We study the representation of odd integers as sums of three twin primes, in the spirit of Vinogradov/Helfgott's ternary Goldbach theorem and of Zhi-Wei Sun's conjectures on primes and figurate numbers (arXiv:0803.3737). We conjecture that every odd integer N > 9 is a sum of thre...

On Ternary Representations of Odd Integers as Sums of Twin Primes: A Sun-Type Conjecture, a Shifted-Base Refinement, and Numerical Evidence

We study the representation of odd integers as sums of three twin primes, in the spirit of Vinogradov/Helfgott's ternary Goldbach theorem and of Zhi-Wei Sun's conjectures on primes and figurate numbers (arXiv:0803.3737). We conjecture that every odd integer N > 9 is a sum of thre...