Let's suppose that one knew what the abelian-related "grouping" factor was, for an Etale cohomology; And from this, one wanted to mathematically determine, the scalar magnitude of the directly corresponding heuristic sheaving. Here's how I would go about doing this:
Initially, mathematically ascribe, whatever the numerical expression, that is here to be attributed to the value of the said abelian-related "grouping" factor, to be considered here, in this particular case, to Act as a correlative stipulated "Zeta value(number.)" From this point; calculate what the numerical value would be, that is here to be tantamount in respective correlation, to the number that may thence be determined, via an extrapolation of the correlative Bessel Function. Now; this numerical expression, that you have just determined to be Acting, as the correlative numerical value, that is here to be directly appertaining to the directly corresponding respective Bessel Function, -- is thence to be tantamount, to the scalar magnitude of the directly corresponding heuristic sheaving, that is here to be directly appertaining, to the abelian-related "grouping," that is of a given arbitrary tense (set) of Etale cohomology-related eigenstates. To Be Continued! P.S.: (Input?!) Sincerely, SAMUEL DAVID ROACH. (1989).
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