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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.