Goto

Collaborating Authors

 Technology






CoresetforLine-SetsClustering

Neural Information Processing Systems

A natural generalization is to replace this input setP of n points by a setP of n sets inX. The distance from such an input setP P to a setC of centers can then be defined as the distance between the closest point-center pair. This problem is calledk-mean for sets; see e.g.


CoresetforLine-SetsClustering

Neural Information Processing Systems

A natural generalization is to replace this input setP of n points by a setP of n sets inX. The distance from such an input setP P to a setC of centers can then be defined as the distance between the closest point-center pair. This problem is calledk-mean for sets; see e.g.



86a1fa88adb5c33bd7a68ac2f9f3f96b-AuthorFeedback.pdf

Neural Information Processing Systems

REV3: We will clarify Tab.1 in the paper and add derivations of Eqs. 5, 6. DESIRE[21] is variational. The second is an online planning algorithm (Shooting), where Ego's future action sequences are38 optimized tomaximize fortheplanning rewardunderthelearned MFP dynamics model.