The authors establish Goldbach-type representations for large integers as sums of primes and reversed primes, supported by a new refinement of the Zsiflaw-Legeis theorem that avoids fixing digit length.
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The reverse Goldbach problem and a refined Zsiflaw--Legeis theorem
The authors establish Goldbach-type representations for large integers as sums of primes and reversed primes, supported by a new refinement of the Zsiflaw-Legeis theorem that avoids fixing digit length.