Search Results - "spatial branch-and-bound" :: K.UTB vyhledávací portál

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An Adaptive Bilevel Programming Model for Nonparametric Prediction Intervals of Wind Power Generation

by Zhao, Changfei, Wan, Can, Song, Yonghua
Published in IEEE transactions on power systems (01.01.2020)

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Journal Article

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A Spatial Branch-and-Bound Approach for Maximization of Non-Factorable Monotone Continuous Submodular Functions

by Medal, Hugh, Ahanor, Izuwa
Year of Publication 29.08.2022

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Journal Article

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A Spatial Branch-and-Bound Approach for Maximization of Non-Factorable Monotone Continuous Submodular Functions

by Medal, Hugh, Ahanor, Izuwa
Published in arXiv.org (29.08.2022)

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Paper

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A tight compact quadratically constrained convex relaxation of the Optimal Power Flow problem

by Lambert, Amélie
Published in Computers & operations research (01.06.2024)

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Journal Article

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Convex relaxations for global optimization under uncertainty described by continuous random variables

by Shao, Yuanxun, Scott, Joseph K.
Published in AIChE journal (01.08.2018)

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Optimal resource management in communication networks : theory and algorithm designs

by Zafari, Faheem
Year of Publication 2020

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Dissertation

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System and method for optimal power flow analysis

by NIKOVSKI DANIEL NIKOLAEV, RAGHUNATHAN ARVIND U, GOPALAKRISHNAN AJIT
Year of Publication 08.03.2016

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Patent

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Convex Relaxations for Global Optimization Under Uncertainty Described by Continuous Random Variables

by Shao, Yuanxun, Scott, Joseph Kirk
Year of Publication 25.09.2017

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Journal Article

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System and Method for Optimal Power Flow Analysis

by NIKOVSKI DANIEL NIKOLAEV, RAGHUNATHAN ARVIND U, GOPALAKRISHNAN AJIT
Year of Publication 16.07.2015

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Patent

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METHOD FOR DETERMINING POWER FLOW, METHOD AND SYSTEM FOR SOLVING OPTIMAL POWER FLOW PROBLEM

by GOPALAKRISHNAN, AJIT, NIKOVSKI, DANIEL, N, RAGHUNATHAN, ARVIND, U
Year of Publication 15.10.2015

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Patent

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METHOD FOR DETERMINING POWER FLOW, METHOD AND SYSTEM FOR SOLVING OPTIMAL POWER FLOW PROBLEM

by GOPALAKRISHNAN, AJIT, NIKOVSKI, DANIEL, N, RAGHUNATHAN, ARVIND, U
Year of Publication 23.07.2015

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Patent

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Convex Relaxations for Global Optimization Under Uncertainty Described by Continuous Random Variables

by Shao, Yuanxun, Joseph Kirk Scott
Published in arXiv.org (26.09.2017)

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Paper

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