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 Optimization



AQuantitativeGeometricApproachto Neural-NetworkSmoothness

Neural Information Processing Systems

The techniques for theโ„“2-perturbation do not easily transfer to theโ„“ -case (Leino et al., 2021). One critical step is to measure the Lipschitz constant more precisely and efficiently.


AQuantitativeGeometricApproachto Neural-NetworkSmoothness

Neural Information Processing Systems

The techniques for theโ„“2-perturbation do not easily transfer to theโ„“ -case (Leino et al., 2021). One critical step is to measure the Lipschitz constant more precisely and efficiently.






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Neural Information Processing Systems

Successfully employing cutting planes can be challenging because there are infinitely many cuts to choose from and there are still many open questions about which cuts to employ when.