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Consider a 10x10 Cartesian grid with grid position spacing of 1. 15 points are laid on this grid, with requirement of Cartesian distance greater than 2 between two points. How many layouts there can be? I consider every grid point a Boolean variable, and prohibit all point pairs which don't satisfy the minimum distance constraint. In addition to this, I ...


2

dist = ProductDistribution[ExponentialDistribution[\[Lambda]1], ExponentialDistribution[\[Lambda]2], ExponentialDistribution[\[Lambda]3]]; data = TemporalData[RandomReal[{0, 1}, {10, 100, 3}], {Range[100]}]; hmm = EstimatedProcess[data, HiddenMarkovProcess[4, dist]]



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