$$P_\mu(n)= \mathrm{P}(X=n)= \frac{e^{-\mu n}(\mu n)^{n-1}}{n!}, \quad s.t. \quad \mu \in [0,1], \quad n=1,2,3...$$ # Distributions |
$$P_\mu(n)= \mathrm{P}(X=n)= \frac{e^{-\mu n}(\mu n)^{n-1}}{n!}, \quad s.t. \quad \mu \in [0,1], \quad n=1,2,3...$$ # Distributions |
Education directly and profoundly affects our ability as a species to solve problems. Imagine how much more problem solving power we had, if we turned Khan Academy into an adventurous massively multiplayer game, where except shooting people had to solve mathematical problems. Imagine how much more leverage businesses and academia had, if they could use Google AdWords to place real-life problems inside the study environments like this one below.
As of 2012 Nov 14, I am continuing to work on 3D Study Maze.
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https://code.google.com/p/3d-study-maze/issues/list
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Upcoming problems
Past problems solved:
https://code.google.com/p/3d-study-maze/source/list?num=25&start=24