Transductive Rademacher complexities for learning over a graph
author:
Kristiaan Pelckmans,
KU Leuven
Description
Recent investigations indicate the use of a probabilistic ”learning” perspective of
tasks defined on a single graph, as opposed to the traditional algorithmical ”computational”
point of view. This note discusses the use of Rademacher complexities in this
setting, and illustrates the use of Kruskal’s algorithm for transductive inference based on
a nearest neighbor rule.
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