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Codes for: Discrepancy Principle as an Optimization Method for a Gauss-Newton Inversion Scheme

Name: Codes for: Discrepancy Principle as an Optimization Method for a Gauss-Newton Inversion Scheme
Creator: Instituto Tecnologico Metropolitano
Published: 2026-04-09T12:25:39+08:00

Mendeley Data2026-04-09 收录

卫星地球物理反演

优化算法

数据链接：

https://data.mendeley.com/datasets/j2gyb9gkv3/2 数据链接链接失效反馈

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资源简介：

This file corresponds to the raw data and inverted models used in the article.

应用场景：

提供机构：

Instituto Tecnologico Metropolitano

电动汽车路径规划

优化算法

This is the experimental data of the manuscript entitled "fuzzy optimization model for electric vehicle routing problem with time windows and recharging stations". All data are saved in the file with

DataCite Commons2020-08-27 更新70

Quasi-Newton Acceleration of EM and MM Algorithms via Broyden’s Method

优化算法

MM分子力学

The principle of majorization-minimization (MM) provides a general framework for eliciting effective algorithms to solve optimization problems. However, the resulting methods often suffer from slow co

Taylor & Francis Group2023-09-15 更新40

High-dimensional benchmark test functions.

优化算法

高维函数优化

Kernel Search Optimization (KSO) is characterized by insufficient accuracy in local search, which makes it difficult to achieve local optimization. Therefore, this paper proposes a Large Local Search

NIAID Data Ecosystem20

Geração de cronograma para operação de sistema de abastecimento de água intermitente com distribuição equitativa

水资源管理

优化算法

O trabalho desenvolvido propôs um método de operação de sistemas de abastecimento de água visando a equidade mesmo em situações de escassez hídricas. Para testar a automação proposta foi criada uma ba

DataCite Commons2025-05-16 更新50

Energy and maximum control signal of controllers.

电力系统控制

优化算法

Maintaining stable voltage levels is essential for power systems’ efficiency and reliability. Voltage fluctuations during load changes can lead to equipment damage and costly disruptions. Automatic vo

Figshare2024-05-28 更新30

Codes for: Discrepancy Principle as an Optimization Method for a Gauss-Newton Inversion Scheme

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