tl;dr
1. Within the context of optimisation, differentiable approximations of the min and max operators on R^n are very useful.
2. However, in order for these approximations to be useful they must also be numerically stable.
1. Within the context of optimisation, differentiable approximations of the min and max operators on R^n are very useful.
2. However, in order for these approximations to be useful they must also be numerically stable.
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