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Interior-Point Algorithms for Semidefinite Programming Problems Derived from the KYP Lemma
We discuss fast implementations of primal-dual interior-point methods for semidefinite programs derived from the Kalman-Yakubovich-Popov lemma, a... -
Cooperative localization based on semidefinite relaxation in wireless sensor networks under non-line-of-sight propagation
This paper is concerned with the received signal strength -based cooperative localization problem in a non-line-of-sight (NLOS) environment. A novel...
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Intelligent reflecting surface assisted transceiver design optimization in non-linear SWIPT network with heterogeneous users
This paper studies the simultaneous wireless information and power transfer multi-antenna network with heterogeneous users and intelligent reflecting...
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Global weight optimization of frame structures with polynomial programming
Weight optimization of frame structures with continuous cross-section parametrization is a challenging non-convex problem that has traditionally been...
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Semidefinite Relaxation Algorithm for Source Localization Using Multiple Groups of TDOA Measurements with Distance Constraints
A semidefinite relaxation (SDR) algorithm is proposed for scenarios in which sources, such as locator beacons and marine mammals, transmit signals... -
Solving Crop** Pattern Optimization Problems Using Robust Positive Mathematical Programming
Agricultural activities occur in an environment that is constantly changing. In each crop** season, farmers must make management decisions based on... -
Cooperative and non-cooperative algorithms for distributed parallel jobs scheduling
This paper deals with multi-factory parallel job scheduling in which independent factories try to satisfy market demand by cooperating with each...
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Pseudospectral Model Predictive Convex Programming for Mars Entry Trajectory Planning
This chapter develops two approaches to the Mars entry trajectory optimization problem. The pseudospectral model predictive convex programming... -
Topology optimization of truss structure considering kinematic stability based on mixed-integer programming approach
Kinematic instability due to unstable nodes is an often neglected but critical aspect of mathematical optimization models in truss topology...
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Robust \(H_{\infty }\) Controller Design for Satellite Systems with Uncertain Inertia Matrix: A Linear Matrix Inequality Approach
This paper discusses the design of a robust \(H_{\infty }\)... -
Effect of undercut on the lower bound stability of vertical rock escarpment using finite element and power cone programming
In the present study, the stability of a vertical rock escarpment is determined by considering the influence of undercut. Lower bound finite element...
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A projection and contraction method for circular cone programming support vector machines
The second-order cone programming support vector machine (SOCP-SVM) formulations have received much attention as the robust and efficient framework...
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NLOS error mitigation in TOA systems
To address the problem of low indoor positioning accuracy in time-of-arrival systems in the non-line-of-sight (NLOS) environments, we proposed an...
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Joint transmit and receive beamforming for MIMO interference channels using the difference of convex programming
Interference alignment (IA) techniques raise the achievable degree of freedom (DoF) in wireless interference networks by designing the aligned...
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T-LOC: RSSI-based, range-free, triangulation assisted localization for convex relaxation with limited node range under uncertainty skew constraint
Triangulation uncertainty is the uncertainty associated when we try to locate an unknown target with the help of three anchor nodes resulting in...
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Linear Prediction-Based DOA Estimator in Non-Uniform Noise
We study the DOA estimation problem in the presence of non-uniform white noise and propose a new method based on a linear prediction approach. The...
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Optimal Regulation Strategy for Nonzero-Sum Games of the Immune System Using Adaptive Dynamic Programming
This chapter investigates the optimal control strategy problem for nonzero-sum games of the immune system based on adaptive dynamic programming.... -
Transmission Waveform Design of MIMO Dual-Functional Radar-Communication System
Based on the multiple-input multiple-output (MIMO) dual-functional radar-communication (DFRC) system, a new DFRC transmission waveform is designed in...
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Global optimality in minimum compliance topology optimization of frames and shells by moment-sum-of-squares hierarchy
The design of minimum-compliance bending-resistant structures with continuous cross-section parameters is a challenging task because of its inherent...
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Optimal science-time reorientation policy for the Comet Interceptor flyby via sequential convex programming
This paper introduces an algorithm to perform optimal reorientation of a spacecraft during a high speed flyby mission that maximizes the time a...