Feb 9, 2015 · Why does PERT work? Ask Question Asked 11 years, 1 month ago Modified 11 years, 1 month ago

So the question is in $2000$ the deer population in a certain area was $800$. The number of deer increases exponentially at a rate of $7%$ per year. Predict the population in $2009$. a) $1408$ ...

I want to generate random numbers based on the modified PERT distribution. The modified PERT distribution is a special case of the beta distribution and is defined as:

Apr 3, 2026 · Here is Prob. 8, Sec. 30, in the book Topology by James R. Munkres, 2nd edition: Which of our four countability axioms does $\mathbb {R}^\omega$ in the uniform topology satisfy? Here …

Mar 30, 2026 · My post analysis - NCG refs summarizes a particular problem and some of the objects that fall out of it. But I would like to understand a more analytical blend. In the linked post, the metric …

Jan 18, 2021 · The proof given by Vol'pert and Hudjiaev starts by giving a geometric proof of Young's product inequality based on the following picture ( [1], p. 100, Figure 1),

Oct 5, 2012 · You wrote 2.75% above, but 2.78 in the description. Also, you need to make sure of precedence and that can vary on different implementations (and calculators). Is your equation p* …

Mar 25, 2026 · I am self-studying Stewart's Calculus and in [A40][1] to [41][2] there is a proof for the Quotient Law of Limits. How does Stewart come to the conclusion of $|g(x)-M|$ being less than …

Aug 9, 2015 · I have done some simulations of sums of beta rv's, independent but not identically distributed, for some parameter values that seem reasonable for practical estimates of PERT …

Dec 11, 2023 · I was confused by the Lipschitz-continuity of value function when reading $\textit {Convex and Stochastic Optimization}$ p51 (1.245) by J. Frédéric Bonnans. And ...