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0e915db6326b6fb6a3c56546980a8c93-Supplemental.pdf

Neural Information Processing Systems

Let B be the maximum difference betweenU1t and U2t, and let (ฯ€,ฮธ1,ฮธ2) be a Nash Equilibrium forG. Let ฯ€1 be the best response to the first teacher (with utilityU1t) and let ฯ€1+2 be the best response policy to the joint teacher. This result shows that as we reduce the number of random episodes, the approximation to aminimax regret strategy improves. Let G be the dual curriculum game in which the first teacher maximizes regret, so U1t = URt, and the second teacher plays randomly, soU2t = UUt . Finally,we need to show thatฯ€2+3 isoptimal for the student.








SupplementarytoSmoothBilevelProgramming forSparseRegularization

Neural Information Processing Systems

Inversionoflinearsystems As mentioned in Corollary(1), for the Lasso, when computing the gradient off, one can either invert an nlinear system or anm mlinear system.