Bijective Additive Singularity or Invertibility Preservers on Hermitian Matrices

Abstract

Let M n be the set of all n x n complex matrices, and H n be all Hermitian matrices in M n .Suppose n  2 ,  is a bijective additive map on H n which maps the set of singular or invertible matrices into itself. Then there exists an invertible matrix P M n and a constant

Authors and Affiliations

Lin Deng, PeiJin Wang, Jin Li Xu

Keywords

Related Articles

Implications of Robotic Walkway Cleaning for Hoof Disorders in Dairy Cattle

Infectious hoof disorders are a serious challenge for dairy production since they cause pain and discomfort in cows and can compromise the competitiveness of dairy farming. Robot scrapers are capable of frequently removi...

Participatory Land Suitability Analysis to Identify the Optimum Land Use for a Mountainous Watershed in Jordan

Land suitability analysis provides decision support information to select and put in practice optimum land use options. The sustainability of land resources and their potential to meet food security target is crucial in...

Performance Improvement of power system with Power Quality Features Using Hybrid (Solar Wind) Energy.

This paper presents analysis and improvement of power quality (voltage sag, swell and harmonics) performance of smart grid connected inverter used in distributed generation .The structure of the designed controller consi...

Employee on Boarding Process Automation

On boarding, also known as organizational socialization, plays a vital role in building the initial relationship between an organization and an employee. It also contributes to an employees’ satisfaction, better performa...

Implementation of Low Power 8T SRAM Cell with Dynamic Feedback Control using AVLG Technique

An 8T-SRAM cell using Adoptive Voltage Level Ground (AVLG) technique with better performance, low power consumption and less leakage power has been implemented. The proposed 8T improves the circuit performance at ultra-l...

Download PDF file
  • EP ID EP431451
  • DOI 10.9790/9622-0812012125.
  • Views 126
  • Downloads 0

How To Cite

Lin Deng, PeiJin Wang, Jin Li Xu (2018). Bijective Additive Singularity or Invertibility Preservers on Hermitian Matrices. International Journal of engineering Research and Applications, 8(12), 21-25. https://europub.co.uk/articles/-A-431451