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| Using Mathematica, I've made a notable contribution to mathematics that I'm verry proud of! Search "MRB constant." and see https://community.wolfram.com/groups/-/m/t/366628 Is there anything you would like me to do for you, or maybe your... |
| Ther following question came about from my Mathematica 13.2.1 by feeding the following Wolfram MathWorld reference commands into an AI chat: &[Wolfram Notebook][1] Per Wolfram MathWorld's [MRB constant][2], [Euler-Mascheroni Constant][3]... |
| I'm so proud to be giving my first lecture on the MRB constant at IUPUI on Tuesday, Jan 24, 2023. Any advice? I've **attached** a rough draft of my presentation and added images of it in a notebook below. Just the printed text follows the... |
| CMRB is nomenclature for the MRB constant. &[Wolfram Notebook][1] The difference between it and the following rational number is on the order of $10^{-22,426}.$ Further, the difference between it and the much more concise (albeit factored)... |
| The MRB constant record computations are given [here][1] in the Wolfram community. To help in the loading times of that extensive discussion, I've moved its applications to this separate discussion. **C** *MRB* and its applications ... |
| Feeling that I have had some experience in researching math with the various Wolfram tools, discovering some properties of the "MRB constant," and thoroughly communicating them [here][1] in the Wolfram Community, I have a little advice to share with... |
| I was hoping that I could find a grad student that would be willing to investigate my analysis of the MRB constant, as well as my procedural and numerical methods found in the Wolfram Community post, [Try to beat these MRB constant records][1]. I've... |
| In [this][1] message at Stack Exchange, there is an identity involving the Meijer G function for M2 found at https://oeis.org/A157852. My question here is how can I code a check to a few upper limits in place of infinity to see if we can make ... |
| $\int_0^\infty e^{i \pi x} \left(1-(x+1)^{\frac{1}{x+1}}\right) dx$ ![enter image description here][1] ![enter image description here][2] ![enter image description here][3] f[x_] = E^(I*Pi*x)*(1 - (x + 1)^(1/(x + 1))); g[x_]... |
| The convergent sum for MRB constant, as defined at [MathWorld][1] is approximated by NSum[(-1)^n *((n)^(1/n) - 1), {n, 1, Infinity}, WorkingPrecision -> 30, Method -> "AlternatingSigns"] =0.18785964246206712024857897184. The convergent... |