Large odd integers are sums of a prime and two reversed primes or two primes and one reversed prime; almost all even integers are a prime plus reversed prime; all large integers are a reversed prime plus a square-free number.
The ternary Goldbach problem
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
abstract
The ternary Goldbach conjecture (or three-prime conjecture) states that every odd number greater than 5 can be written as the sum of three primes. The purpose of this book is to give the first proof of the conjecture, in full.
fields
math.NT 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Improved explicit bounds |ζ(1+it)| ≤ (1/2) log t + 1.57 for t ≥ 3 and |ζ(1+it)| ≤ (1/3) log t + 2 log log t - 1.16 for t ≥ 10^8 using smoothing.
citing papers explorer
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The reverse Goldbach problem and a refined Zsiflaw--Legeis theorem
Large odd integers are sums of a prime and two reversed primes or two primes and one reversed prime; almost all even integers are a prime plus reversed prime; all large integers are a reversed prime plus a square-free number.
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Utilizing Smoothing Techniques to Bound $|\zeta(1+it)|$
Improved explicit bounds |ζ(1+it)| ≤ (1/2) log t + 1.57 for t ≥ 3 and |ζ(1+it)| ≤ (1/3) log t + 2 log log t - 1.16 for t ≥ 10^8 using smoothing.