The poor absolute positioning accuracy of industrial robots is the main obstacle for its further
application in precision grinding of complex surfaces, such as blisk, blade, etc. Based on the …

In this work, we propose a modified inexact Levenberg–Marquardt method with the descent
property for solving nonlinear equations. A novel feature of the proposed method is that one …

Continuation power flow (CPF) is a well-known way for determining voltage instability point
in electrical power systems. In an ill-conditioned power system, solving traditional CPF using …

Achieving high-precision manufacturing of optical components requires improving the
absolute positioning accuracy of the robot to the highest possible level. Identifying the …

Kinematic calibration is a necessary way to guarantee the accuracy of hybrid machine tools.
The traditional calibration methods have high requirements for the measuring instruments …

In this paper, a new kinematic parameter error calibration method based on the Levenberg–
Marquard and the beetle antennae search algorithm is proposed to enhance the positioning …

Although the shapes of the parameters are not crucial for designing first-order optimization
methods in large scale empirical risk minimization problems, they have important impact on …

Accurate DC fault location enhances resilience and reduces system downtime and
economic losses of multi-terminal direct current (MTDC) systems. This paper introduces a …

Permo-Carboniferous oil deposit of the Usinskoye field is characterized by an extremely
complex type of the void space with intense cross-sectional distribution of cavernous and …

In this paper, we study the convergence rate of the Levenberg-Marquardt (LM) method
under the Hölderian local error bound condition and the Hölderian continuity of the …