Distributionally robust optimization (DRO) is an advanced framework within the realm of optimization theory that addresses scenarios where the underlying probability distribution governing the data is uncertain or ambiguous. In this paper, we introduce a
Jie Zhang, Shuang Lin, Yifei Wang
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Perturbation analysis of second-order cone programming problems
We discuss first and second order optimality conditions for nonlinear second-order cone programming problems, and their relation with semidefinite programming problems. For doing this we extend in an abstract setting the notion of optimal partition. Then we state a characterization of strong regularity.
Bonnans, J. Frederic +1 more
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Axisymmetric adaptive upper-bound finite element limit analysis formulation based on second-order cone programming for bearing capacity of circular footing. [PDF]
Sun R, Cai H, Zhang K.
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Coordinated active-reactive power optimization considering photovoltaic abandon based on second order cone programming in active distribution networks. [PDF]
Peng B, Wang Y.
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SHI: a framework for spatial harmonic imaging. [PDF]
Diaz JLB, Korvink JG, Kunka D.
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Hierarchical Beamforming Optimization for ISAC-Enabled RSU Systems in Complex Urban Environments. [PDF]
You Z, Lv N, Zheng G, Wang X.
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Weighted Sum-Rate Maximization and Task Completion Time Minimization for Multi-Tag MIMO Symbiotic Radio Networks. [PDF]
Suo L, Wang D, Zhou W, Peng X.
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Signed Tropicalization of Polar Cones. [PDF]
Akian M +3 more
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Energy-Efficient 3D Trajectory Optimization and Resource Allocation for UAV-Enabled ISAC Systems. [PDF]
Jing L +5 more
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Resilience enhancement strategies for distribution networks considering the coordination of 5G base stations and multiple flexible resources. [PDF]
Wang H, Ge J, Zhao Y, Gu J, Li C, Liu C.
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