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Mathematical Programming, Volume 175
Volume 175, Numbers 1-2, May 2019
- Wim van Ackooij

, Jérôme Malick:
Eventual convexity of probability constraints with elliptical distributions. 1-27 - Xiao Liu, Fatma Kilinç-Karzan, Simge Küçükyavuz:

On intersection of two mixing sets with applications to joint chance-constrained programs. 29-68 - Ion Necoara

, Yurii E. Nesterov, François Glineur
:
Linear convergence of first order methods for non-strongly convex optimization. 69-107 - Hamza Fawzi

:
On representing the positive semidefinite cone using the second-order cone. 109-118 - Satoko Moriguchi

, Kazuo Murota, Akihisa Tamura, Fabio Tardella:
Scaling, proximity, and optimization of integrally convex functions. 119-154 - Andrew C. Eberhard

, Yousong Luo, Shuai Liu
:
On partial smoothness, tilt stability and the VU -decomposition. 155-196 - Christopher Hojny

, Marc E. Pfetsch
:
Polytopes associated with symmetry handling. 197-240 - Mario Bravo

, Roberto Cominetti
, Matías Pavez-Signé
:
Rates of convergence for inexact Krasnosel'skii-Mann iterations in Banach spaces. 241-262 - Yu Zhang

, Roberto Baldacci
, Melvyn Sim
, Jiafu Tang
:
Routing optimization with time windows under uncertainty. 263-305 - Zeyuan Allen-Zhu, Lorenzo Orecchia

:
Nearly linear-time packing and covering LP solvers - Achieving width-independence and -convergence. 307-353 - Warren Adams, Akshay Gupte

, Yibo Xu
:
Error bounds for monomial convexification in polynomial optimization. 355-393 - Xudong Li

, Defeng Sun
, Kim-Chuan Toh:
A block symmetric Gauss-Seidel decomposition theorem for convex composite quadratic programming and its applications. 395-418 - Francis R. Bach:

Submodular functions: from discrete to continuous domains. 419-459 - Jikai Zou, Shabbir Ahmed

, Xu Andy Sun
:
Stochastic dual dynamic integer programming. 461-502 - Natashia Boland

, Jeffrey Christiansen
, Brian C. Dandurand
, Andrew C. Eberhard
, Fabricio Oliveira
:
A parallelizable augmented Lagrangian method applied to large-scale non-convex-constrained optimization problems. 503-536

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