Sierpiński's 1958 matrix conjecture—each row of the n×n grid of the first n² numbers contains a prime—is verified for n≤4,553,432,387, with unconditional partial results for larger n.
The large sieve
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Sierpinski's Hypothesis H1
Sierpiński's 1958 matrix conjecture—each row of the n×n grid of the first n² numbers contains a prime—is verified for n≤4,553,432,387, with unconditional partial results for larger n.