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Powers of 2 in Two Goldbach Linnik Type Problems Involv 2024 Discrete Mathem by blie0314 is a document available to read on EtoBox.

This paper presents results showing that every sufficiently large even integer can be expressed as a sum of eight prime cubes and a specific number of powers of 2, improving previous results. Specifically, it establishes that k1 = 28 and k2 = 98 for two Goldbach-Linnik type problems. The improvements are derived from enhanced lower bounds and better estimates of exponential sums.

Author

blie0314

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EN