Fuzzy model based control for energy management and optimization in fuel cell vehicles
Energy management system is vital to fuel cell vehicles in fuel economy and system
durability. In this paper, we investigate the problem of controlling energy flow in charge …
durability. In this paper, we investigate the problem of controlling energy flow in charge …
Low-rank semidefinite programming: Theory and applications
Finding low-rank solutions of semidefinite programs is important in many applications. For
example, semidefinite programs that arise as relaxations of polynomial optimization …
example, semidefinite programs that arise as relaxations of polynomial optimization …
Fast algorithms for stackelberg prediction game with least squares loss
The Stackelberg prediction game (SPG) has been extensively used to model the interactions
between the learner and data provider in the training process of various machine learning …
between the learner and data provider in the training process of various machine learning …
A survey of hidden convex optimization
Y Xia - Journal of the Operations Research Society of China, 2020 - Springer
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SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Journal of the …
SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Journal of the …
Optimal learning from verified training data
N Bishop, L Tran-Thanh… - Advances in Neural …, 2020 - proceedings.neurips.cc
Standard machine learning algorithms typically assume that data is sampled independently
from the distribution of interest. In attempts to relax this assumption, fields such as …
from the distribution of interest. In attempts to relax this assumption, fields such as …
Convex hull results on quadratic programs with non-intersecting constraints
A Joyce, B Yang - Mathematical Programming, 2024 - Springer
Abstract Let F⊆ R n be a nonempty closed set. Understanding the structure of the closed
convex hull C¯(F):= conv¯{(x, xx T)| x∈ F} in the lifted space is crucial for solving quadratic …
convex hull C¯(F):= conv¯{(x, xx T)| x∈ F} in the lifted space is crucial for solving quadratic …
[PDF][PDF] Characterizing the convexity of joint-range for a pair of inhomogeneous quadratic functions and strong duality
F Flores-Bazán, F Opazo - Minimax Theory Appl, 2016 - ing-mat.udec.cl
We establish various extensions of the convexity Dines theorem for a (joint-range) pair of
inhomogeneous quadratic functions. If convexity fails we describe those rays for which the …
inhomogeneous quadratic functions. If convexity fails we describe those rays for which the …
SOCP reformulation for the generalized trust region subproblem via a canonical form of two symmetric matrices
We investigate in this paper the generalized trust region subproblem (GTRS) of minimizing a
general quadratic objective function subject to a general quadratic inequality constraint. By …
general quadratic objective function subject to a general quadratic inequality constraint. By …
Strong duality for generalized trust region subproblem: S-lemma with interval bounds
S Wang, Y Xia - Optimization Letters, 2015 - Springer
With the help of the newly developed S-lemma with interval bounds, we show that strong
duality holds for the interval bounded generalized trust region subproblem (GTRS) under …
duality holds for the interval bounded generalized trust region subproblem (GTRS) under …
Optimal Power Flow in Uncertain DC Networks
AVP Premakumar, R Madani… - IEEE Transactions on …, 2024 - ieeexplore.ieee.org
This paper addresses the optimal power flow problem in direct current networks with
uncertain load demands. This is a non-convex optimization problem which becomes further …
uncertain load demands. This is a non-convex optimization problem which becomes further …