T-distributed stochastic neighbor embedding: Difference between revisions

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Explain pij formula
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This is motivated because <math>p_{i}</math> and <math>p_{i}</math> from the N samples are estimated as 1/N, so conditional probability can be written as <math>p_{j\mid i} = Np_{jiij}</math> and <math>p_{j\mid i} = Np_{ijji}</math> . Since <math> p_{ji} = p_{ji}</math>, you can obtain previous formula.
 
Also note that <math>p_{ij} = p_{ji}</math>, <math>p_{ii} = 0 </math>, and <math>\sum_{i, j} p_{ij} = 1</math>.