相关期刊:《Algebra Colloquium》《Wuhan University Journal of Natural Sciences》《Advances in Atmospheric Sciences》《Numerical Mathematics(Theory,Methods and Applications)》更多>>
National Natural Science Foundation of China(Nos.12171083,11871145 and 12071070);Qing Lan Project of Jiangsu Province,and the Postgraduate Research and Practice Innovation Program of Jiangsu Province(No.KYCX21_0078).
We give some new characterizations of strongly one-sided(b,c)-invertibility of elements in rings,and establish the relations between one-sided(b,c)-inverses and strongly one-sided(b,c)-inverses.When b=c,Kaplansky's th...
Supported by the National Natural Science Foundation of China(Grant No.12161049)。
We study the relative properties of(b,c)-inverses with respect to a ring endomorphism.A new class of generalized inverses namedα-(b,c)-inverse is introduced and studied in a more general setting.We show by giving an ...
For bounded linear operators A,B,C and D on a Banach space X,we show that if BAC=BDB and CDB=CAC then I-AC is generalized Drazin-Riesz invertible if and only if I-BD is generalized Drazin-Riesz invertible,which gives ...
supported by the National Natural Science Foundation of China(Nos.11971294,11801124);China Postdoctoral Science Foundation(No.2020M671068);the Natural Science Foundation of Anhui Province(No.1808085QA16)。
In this paper,the authors derive the existence criteria and the formulae of the weighted Moore-Penrose inverse,the e-core inverse and the f-dual core inverse in rings.Also,new characterizations between weighted Moore-...
Supported by Guangxi Natural Science Foundation(2018GXNSFDA281023,2018GXNSFAA138181);High Level Innovation Teams and Distinguished Scholars in Guangxi Universities(GUIJIAOREN201642HAO);Graduate Research Innovation Project of Guangxi University for Nationalities(gxun-chxzs2018041,gxun-chxzs2019026);the Special Fund for Bagui Scholars of Guangxi(2016A17);the National Natural Science Foundation of China(61772006,12061015);the Science and Technology Major Project of Guangxi(AA17204096)。
In this paper,we study the displacement rank of the Core-EP inverse.Both Sylvester displacement and generalized displacement are discussed.We present upper bounds for the ranks of the displacements of the Core-EP inve...
NSFC(Grant No.11761070,61662079);Postgraduate Innovation Project of Xinjiang,Xinjiang Normal University Undergraduate teaching project(SDJG2017-3);The Opening Project of Key Laboratory of Xinjiang Normal University(No:XJNUSYS082017A02).
A graph G is nonsingular if its adjacency matrix A(G)is nonsingular.A nonsingular graph G is said to have an inverse G+if A(G)-1 is signature similar to a nonnegative matrix.Let H be the class of connected bipartite g...
supported by the National Natural Science Foundation of China(NSFC grant:71661137005,71473040 and 11571081).
Standard generalised method of moments(GMM)estimation was developed for nonsingular system of moment conditions.However,many important economic models are characterised by singular system of moment conditions.This pap...
This work was supported by the National Natural Science Foundation of China(Grant Nos.11201063,11371089);the Specialized Research Fund for the Doctoral Program of Higher Education(No.20120092110020);the Jiangsu Planned Projects for Postdoctoral Research Funds(No.1501048B);the Natural Science Foundation of Jiangsu Province(No.BK20141327).
The core inverse for a complex matrix was introduced by O.M.Baksalary and G.Trenkler.D.S.Rakic,N.C.Dincic and D.S.Djordjevc generalized the core inverse of a complex matrix to the case of an element in a ring.They als...
supported by Basic Science Research Program through the National Research Foundation of Korea (NRF);the Ministry of Education,Science and Technology (2010-0022035)
In this paper we study the properties of homotopy inverses of comultiplications and Mgebraic loops of co-H-spaces based on a wedge of spheres. We also investigate a method to construct new comultiplications out of old...
We demonstrate the functional inverse of a Winter map, which is an analog of the exponential map, for Lie algebras over fields of prime characteristic.