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Mathematical Programming, Volume 185

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Volume 185, Number 1-2, January 2021

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Yuyuan Ouyang, Yangyang Xu:
Lower complexity bounds of first-order methods for convex-concave bilinear saddle-point problems. 1-35
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Jing Yu, Mihai Anitescu:
Multidimensional sum-up rounding for integer programming in optimal experimental design. 37-76
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  - journals/mp/ChenD21
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Yin Chen, Chuangyin Dang:
A differentiable homotopy method to compute perfect equilibria. 77-109
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Liang Chen, Xudong Li, Defeng Sun, Kim-Chuan Toh:
On the equivalence of inexact proximal ALM and ADMM for a class of convex composite programming. 111-161
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  - journals/mp/BasuRS21
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Amitabh Basu, Christopher Thomas Ryan, Sriram Sankaranarayanan:
Mixed-integer bilevel representability. 163-197
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  - journals/mp/Xu21
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Yangyang Xu:
Iteration complexity of inexact augmented Lagrangian methods for constrained convex programming. 199-244
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  - journals/mp/HaddadanNR21
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Arash Haddadan, Alantha Newman, R. Ravi:
Shorter tours and longer detours: uniform covers and a bit beyond. 245-273
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  - journals/mp/Szeszler21
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Dávid Szeszlér:
New polyhedral and algorithmic results on greedoids. 275-296
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  - journals/mp/LetchfordV21
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Adam N. Letchford, Anh N. Vu:
Facets from gadgets. 297-314
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  - journals/mp/CarmonDHS21
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Yair Carmon, John C. Duchi, Oliver Hinder, Aaron Sidford:
Lower bounds for finding stationary points II: first-order methods. 315-355
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  - journals/mp/DrusvyatskiyIL21
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Dmitriy Drusvyatskiy, Alexander D. Ioffe, Adrian S. Lewis:
Nonsmooth optimization using Taylor-like models: error bounds, convergence, and termination criteria. 357-383
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  - journals/mp/BartzBPW21
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Sedi Bartz, Heinz H. Bauschke, Hung M. Phan, Xianfu Wang:
Multi-marginal maximal monotonicity and convex analysis. 385-408
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Jean B. Lasserre, Tillmann Weißer:
Distributionally robust polynomial chance-constraints under mixture ambiguity sets. 409-453
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  - journals/mp/GuoC21
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Lei Guo, Xiaojun Chen:
Mathematical programs with complementarity constraints and a non-Lipschitz objective: optimality and approximation. 455-485
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Ruoyu Sun, Yinyu Ye:
Worst-case complexity of cyclic coordinate descent: O(n²⁾ gap with randomized version. 487-520

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