$\begingroup$ what can you say about the expansion into the MRB constant formula with the derivatives of η() at zero, mentioned in formula 44 in the Crandall paper, lnk. $\endgroup$ – …

Apr 4, 2020 · What are some working models that are a fit the formula for the MRB constant? 1 Can a sum of a finite number of exponentially growing numbers be calculated as a function of …

Oct 11, 2021 · What are some similarities between MRB=$\\sum _{x=0}^{\\infty } e^{i \\pi x} \\left(1-(x+1)^{\\frac{1}{x+1}}\\right) $ and M2= $\\int_0^\\infty e^{i \\pi x} \\left(1 ...

Dec 13, 2017 · To break the ice, since everyone else is afraid to speak up, here is my answer as to a working model that is a fit the formula for the MRB constant, $$\sum^\infty_{k=1} ( …

Jun 18, 2023 · Or would that be useful in further study about the MRB constant? An GPT-4 search produced the phrase "Abscissa of absolute convergence." The reason for my madness is that …

Nov 2, 2021 · The following experimental evidence seems to indicate the following for the MRB constant (CMRB). Is it truly valid, and can it be generalized to other sums? Is it truly valid, and …

Sep 13, 2022 · For some insight, I looked at comments by @Brevan Ellefsen, but still wonder if this integral can be expressed more elementarily than just calling it $ C_{MRB},$ which is …

Jul 9, 2023 · Expounding upon the MRB constant, I found the following equation, where I go in steps from a single ...

Jan 23, 2024 · Background $$ \begin{aligned} \exp(G) &= 2.49918728\dots\\ G&= 0.91596559\dots\\ \end{aligned} $$ G represents Catalan's constant. $$ G = ∑_{n=1}^{∞} …

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