Approximate Subgradient Methods for Lagrangian Relaxations on Networks
Nonlinear network flow problems with linear/nonlinear side constraints can be solved by means of Lagrangian relaxations. The dual problem is the maximization of a dual function whose value is estimated by minimizing approximately a Lagrangian function on
Eugenio Mijangos
core
Entropy-Based Age-Aware Scheduling Strategy for UAV-Assisted IoT Data Transmission. [PDF]
Jing L, Wang H, Qin Z, Zhu P.
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A comparison of two subgradient methods for solving allocation problem
We consider and compare two subgradient type methods ("simple' and r-algorithm) for finding lower bounds in branch-and-bound method while solving allocation type problem with new kinds of discounts in the objective function.
Стецюк, П.И. +3 more
core
Gradient Descent Provably Solves Nonlinear Tomographic Reconstruction. [PDF]
Fridovich-Keil S +4 more
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Adaptive lateral constraint-driven POCS interpolation method. [PDF]
Qin Z, Pan S, Chen J, Wang W, Chen Y.
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Wireless sensor network design with reliable and long network lifetime. [PDF]
Çelik E, Keskin ME.
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An improved Lagrangian relaxation algorithm based SDN framework for industrial internet hybrid service flow scheduling. [PDF]
Song Y, Luo W, Xu P, Wei J, Qi X.
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Enhancing dance education through convolutional neural networks and blended learning. [PDF]
Zhang Z, Wang W.
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Universal feature selection for simultaneous interpretability of multitask datasets. [PDF]
Raymond M +3 more
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An Optimization-Based Orchestrator for Resource Access and Operation Management in Sliced 5G Core Networks. [PDF]
Hsiao CH +6 more
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