Comments (3)
Given the nature of the Barnes-Hut approximation, this is not so surprising, is it? A small change in a single data point may push it from one quadrant to another, thereby changing the output of computeNonEdgeForces()
because both some summary statistics as well as the pruning may change. This change then starts propagating for potentially many hundreds of iterations, which may lead to a different solution. I'm not quite sure what you want me to do about this?
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Does it make sense to apply some averaging like it is done in random forest, or you can always say that of two or more solutions one is the best, so there is no point in averaging them?
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You could try, but it would substantially increase the computational costs at potentially limited gains.
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Related Issues (20)
- Usage of random generator(s) in the source HOT 2
- How can i visualize the image data like this? HOT 1
- bhtsne.py:135: ComplexWarning: Casting complex values to real discards the imaginary part HOT 1
- Can not use the python wrapper in Windows
- transposition based on input method HOT 3
- Why is the exact algorithm 10 times faster? HOT 8
- Dimension problem HOT 3
- Can't compile the .exe with visual studio 9.0 HOT 9
- Pytorch version? HOT 4
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- Performance difference to the old version HOT 1
- C API HOT 3
- Bhtsne for large datasets HOT 1
- Performance difference Windows/Ubuntu HOT 2
- t-SNE for Java/Scala/Kotlin/Clojure
- Is there a rule of thumb for the lower bound on the perplexity?
- Why use zeroMean in gradient update?
- Finding P and Q matrices
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