Posted by
Marvin Ray Burns in
Unsolved Problems on
Nov 21st, 2010 |
5 Comments
The MRB constant is the upper limit point of the sequence of partial sums defined by:
.
The goal of this article is to show that the MRB constant is geometrically quantifiable. To “measure” the MRB constant, we will consider a set, sequence and alternating series of the nth roots of n. Then we will...