Michael K
Reputation
Next privilege 250 Rep.
 Jul 2 awarded Curious Apr 29 comment Probability of subsequences of sequences of Bernoulli random variables Thanks, that resolved it. Apr 29 asked Probability of subsequences of sequences of Bernoulli random variables Dec 9 asked Best analytic upper bound for $(\log(x+1))^c$ Feb 26 asked Generating Function for rational sequence Feb 26 accepted Solving a recurrence based on the solution to another. Feb 25 asked Solving a recurrence based on the solution to another. Jan 29 accepted Ei[x] Approximation Jan 25 asked Ei[x] Approximation Jan 13 answered Showing that $X_n = 1 + \frac{1}{2} + \frac{1}{3} + \cdots + \frac{1}{n}$ is not bounded above. Jan 8 asked Intuition for approximating Ei(x) Jan 4 awarded Editor Jan 4 revised “Approximating” a Bernoulli process the wrong way Corrected summation limits error (should be k = 0, was k = 1). Oct 6 awarded Teacher Sep 24 awarded Supporter Sep 5 answered “Approximating” a Bernoulli process the wrong way Sep 4 awarded Scholar Sep 4 comment Dyck Paths, Catalan Numbers, and Trapezoidal Parallelogram Polyominoes And here is a link to the paper by Ilić and Ilić that demonstrates that there is no closed-form answer to my question. operator.pmf.ni.ac.rs/www/pmf/publikacije/filomat/2011/… Sep 4 accepted Dyck Paths, Catalan Numbers, and Trapezoidal Parallelogram Polyominoes Sep 4 comment Dyck Paths, Catalan Numbers, and Trapezoidal Parallelogram Polyominoes Thanks very much, both of you! This is exactly what I needed.