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20052022
most citedConcentration of the adjacency matrix and of the Laplacian in random graphs with independent edges

155 citations · 657 across the 41 of their papers we have counts for

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math.OC2017★ 6 cited

Sample average approximation with heavier tails II: localization in stochastic convex optimization and persistence results for the Lasso

Roberto I. Oliveira, Philip Thompson

``Localization'' has proven to be a valuable tool in the Statistical Learning literature as it allows sharp risk bounds in terms of the problem geometry. Localized bounds seem to b…

math.OC2017★ 1 cited

Sample average approximation with heavier tails I: non-asymptotic bounds with weak assumptions and stochastic constraints

Roberto I. Oliveira, Philip Thompson

We derive new and improved non-asymptotic deviation inequalities for the sample average approximation (SAA) of an optimization problem. Our results give strong error probability bo…

math.OC2017★ 35 cited

Solving SDPs for synchronization and MaxCut problems via the Grothendieck inequality

Song Mei, Theodor Misiakiewicz, Andrea Montanari +1

A number of statistical estimation problems can be addressed by semidefinite programs (SDP). While SDPs are solvable in polynomial time using interior point methods, in practice ge…

math.OC2017★ 5 cited

Variance-based stochastic extragradient methods with line search for stochastic variational inequalities

Alfredo Iusem, Alejandro Jofré, Roberto I. Oliveira +1

A dynamic sampled stochastic approximated (DS-SA) extragradient method for stochastic variational inequalities (SVI) is proposed that is \emph{robust} with respect to an unknown Li…

math.OC2017

Extragradient method with variance reduction for stochastic variational inequalities

Alfredo Iusem, Alejandro Jofré, Roberto I. Oliveira +1

We propose an extragradient method with stepsizes bounded away from zero for stochastic variational inequalities requiring only pseudo-monotonicity. We provide convergence and comp…