Multiclass with a large number of classes Computationally: naive class comparison expensive Statistically: many classes have singleton support
Paul Mineiro
Recall Tree
One-against-all
Build a predictor of “this class” vs. “all others” OAA is computationally expensive Naive OAA generally strong statistically I
. . . but singleton support is an issue.
Paul Mineiro
Recall Tree
Nearest neighbor
Find closest point and predict that point’s class. I
. . . but how to define close?
Computationally expensive. I
. . . attempt to build an index.
Competitive when all classes have singleton support.
Paul Mineiro
Recall Tree
One-against-some
Somehow guess which classes are reasonable given the example. I
To do this, online learn something like an index.
Run an OAA amongst this small set of candidates.
Paul Mineiro
Recall Tree
Recall tree
Learn a tree structure to route an example to a set of candidate classes. Try to increase total probability of top-k classes in each subnode. Ex: root node, top-10 classes cover 0.1% of data. I I I
left child: top-10 classes cover 0.2% of data. right child; top-10 classes cover 0.15% of data. useful split
Paul Mineiro
Recall Tree
Subtleties
Data decimated as tree depth increases =⇒ overfitting. I
We have a special regularizer to help mitigate this.
Path through tree are learned features =⇒ local specialization of class models =⇒ possible to beat OAA.
Dec 10, 2016 - but how to define close? Computationally expensive. â» . . . attempt to build an index. Competitive when all classes have singleton support.
search(element): If the element is found in a node u, we splay u. Otherwise, we splay the node where the search terminates unsuccessfully. ⢠insert(element): We ...
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