topological stable rank one and AF-algebra construction on Cantor set

riemann speculation – On RH within the Clay Institute record Answer

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riemann speculation – On RH within the Clay Institute record

As everyone is aware of, the Riemann Hypothesis is likely one of the issues of the millenium raised by the Clay Institute. Looking on the “official formulation” of varied issues, say for example for Navier-Stokes system for incompressible fluids, we behold within the C.L. Fefferman’s formulation a clearcut record of 4 questions (A), (B), (C), (D) (blow-up or not within the sporadic 3D or in $mathbb R^3$) with two “positive” (world actuality of flush options for all flush compactly supported preliminary information) questions and two “negative” (workable blow-up for some flush compactly supported preliminary information) questions.

Nothing of the systematize is occurring with E. Bombieri’s description of RH: in truth, no exact query is raised, though the reader finds a really good narrative of the state-of-the craft on RH and too in one other doc by P. Sarnak a mighty extra circumstantial exposition: clearly the query is “positive” and is “Prove that the Riemann Hypothesis holds true.” So in some way, a possible disproof of RH is to not breathe counted by the Clay Institute as an achievement of the identical magnitude as an precise proof of RH. I might breathe inquisitive to know if my route of studying is shared by another folks.

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