Abstract
Deep learning has rapidly come to dominate AI and machine learning in the past decade. These successes have come despite deep learning largely being a "black box." A small subdiscipline has grown up trying to derive better understanding of the underlying mathematical properties. Via a tour d'horizon of recent theoretical analyses of deep learning in some concrete settings, we illustrate how the black box view can miss out on (or even be wrong about) special phenomena going on during training. These phenomena are also not captured by the training objective. We argue that understanding such phenomena via mathematical understanding will be crucial for enabling the full range of future applications.
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