Natural Science Foundation of China under Grant 61976145 and Grant 62272319;Shenzhen Municipal Science and Technology Innovation Council under Grant JCYJ20210324094413037 and JCYJ20220818095803007.
Support vector machine(SVM)is a binary classifier widely used in machine learning.However,neglecting the latent data structure in previous SVM can limit the performance of SVM and its extensions.To address this issue,...
funded by Iran National Science Foundation(INSF)under Project No.4013447.
In this study,based on an iterative method to solve nonlinear equations,a third-order convergent iterative method to compute the Moore-Penrose inverse of a tensor with the Einstein product is presented and analyzed.Nu...
funded by Iran National Science Foundation(INSF)under project No.4013447.
This study aims to investigate the polar decomposition of tensors with the Einstein product for thefirst time.The polar decomposition of tensors can be computed using the singular value decomposition of the tensors wit...
supported in part by the National Natural Science Foundation of China of No.61903096;Guangzhou Key Laboratory of Software‐Defined Low Latency Network of No.202102100006;Guangdong Basic and Applied Basic Research Foundation of No.2020A1515110414.
For linear time varying(LTV)multiple input multiple output(MIMO)systems with vector relative degree,an open‐closed‐loop iterative learning control(ILC)strategy is developed in this article,where the time interval of...
We are concerned with the numerical methods for nonlinear equation and their semilocal convergence in this paper.The construction techniques of iterative methods are induced by using linear approximation,integral inte...
The dynamic characteristics and the efficiency of the Ostrowski’s method allow it to be crowned as an excellent tool for solving nonlinear problems.This article shows different versions of the classic method that all...
supported by the National Natural Science Foundation of China(12001416,11771347 and 12031003);the Natural Science Foundations of Shaanxi Province(2021JQ-678).
In this paper,we introduce a general hybrid iterative method to find an infinite family of strict pseudo-contractions in a q-uniformly smooth and strictly convex Banach space.Moreover,we show that the sequence defined...
This paper considers practical, high-order methods for the iterative location of the roots of nonlinear equations, one at a time. Special attention is being paid to algorithms also applicable to multiple roots of init...
In this research article,we construct a family of derivative free simultaneous numerical schemes to approximate all real zero of non-linear polynomial equation.We make a comparative analysis of the newly constructed n...
In this paper, we introduce and study some new classes of biconvex functions with respect to an arbitrary function and a bifunction, which are called the higher order strongly biconvex functions. These functions are n...