Submodular Optimization and Nonconvexity
Stefanie Jegelka
2016 Talk
in
Workshop: Nonconvex Optimization for Machine Learning: Theory and Practice
in
Workshop: Nonconvex Optimization for Machine Learning: Theory and Practice
Abstract
Despite analogies of submodularity and convexity, submodular optimization is closely connected with certain "nice" non-convex optimization problems for which theoretical guarantees are still possible. In this talk, I will review some of these connections and make them specific at the example of a challenging robust influence maximization problem, for which we obtain new, tractable formulations and algorithms.
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