Mathematical analysis demonstrates a framework using compact Jacobi matrices, suggesting an analytical pathway toward proving the Riemann hypothesis.
This work is devoted to the proof of the Riemann hypothesis. The theory of compact Jacobi matrices with the off-diagonal elements given as a moment sequence of an absolutely continuous measure is constructed. Various operators and resolvent functionals associated with this class are introduced and studied.
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Eduard Ianovich (2026) studied this question.
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