MRB Constant Y

Posted: Marvin Ray Burns 550 Product: Maple

April 28 2012

(1)

a is MRB constant^-1. Then we have the following convergent series.

evalf(sum((-1)^n*(a*n^(1/n)-a), n = 1 .. infinity))

(2)

(3)

b is(1-2MRB constant)^-1 and is close to the golden ratio. Then we have the following divergent series.

evalf(sum((-1)^n*(-b*n^(1/n)+1), n = 1 .. infinity))

(4)

evalf(sum((-1)^n*(-b*n^(1/n)-1), n = 1 .. infinity))

(5)

evalf(sum(-(-1)^n*b*n^(1/n), n = 1 .. infinity))

(6)

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