Michael Lugo

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location San Francisco, CA
age 29
visits member for 2 years, 10 months
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Quantitative analyst and math blogger.


148 Answers

newest activity votes
1
Most Probable Sum
1
“8 Dice arranged as a Cube” Face-Sum Equals 14 Problem
1
notation of distribution
1
Combinatorics question concerning two square-board game pieces
1
An event has $X\%$ chance of happening. What are the odds of the event happening more/less over time?
1
Probability of G Good elements and B Bad elements.
1
Bounds on expected value and distribution of a product of beta random variables
1
Dependence of certain random variables
1
How would I solve $\frac{(n - 10)(n - 9)(n - 8)\times\ldots\times(n - 2)(n - 1)n}{11!} = 12376$ for some $n$ without brute forcing it?
1
Expectation of pairwise differences between uniform random points in hypercube
1
Fibonacci/Lucas Number Congruences
1
Finding distribution functions of exponential random variables
1
hypergeometric distribution problem
1
Finding the distance between two triangles, one inside the other
1
Need a nudge in the right direction - How do I find the total number of permutation with 3 consecutive characters?
1
is there a CIS button on graphic calculators (Casio/TI)
1
Product of all elements in an odd finite abelian group is 1
0
A couple of asymptotics exercises
0
A couple of asymptotics exercises
0
How can we produce another geek clock with a different pair of numbers?
0
Probabilistic method: what is the probability of the event that randomly selected composition of $n$
0
Am I over thinking this 5th grade coin flipping homework problem?
0
Produce output with certain probability using fair coin flips
0
How to obtain the Standard Deviation of a ratio of independent binomial random variables?
0
Compute $\lim_{a \to 0^+} \left(a \int_1^{\infty} e^{-ax}\cos \left(\frac{2\pi}{1+x^{2}} \right)\mathrm dx\right)$
0
Five Fridays and Sundays on October
0
Prove that the sequence$ c_1 = 1$, $c_{n+1} = 4/(1 + 5c_n) $ , $ n \geq 1$ is convergent and find its limit
-4
Why is the 3D case so rich?
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