Open access peer-reviewed Edited Volume

Matrix Theory

Applications and Theorems

Edited by Hassan Yasser

Thi Qar University, Iraq

This book reviews current research, including applications of matrices, spaces, and other characteristics. It discusses the application of matrices, which has become an area of great importance in many scientific fields. The theory of row/column determinants of a partial solution to the system of two-sided quaternion matrix equations is analyzed. It introduces a matrix that has the exponential function as one of its eigenvectors and realizes that this matrix represents finite difference derivation of vectors on a partition. Mixing problems and the corresponding associated matrices have different structures that deserve to be studied in depth. Special compound magic squares will be considered. Finally, a new type of regular matrix generated by Fibonacci numbers is introduced and we shall investigate its various topological properties.

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Matrix TheoryApplications and TheoremsEdited by Hassan Yasser

Published: August 29th 2018

DOI: 10.5772/intechopen.71169

ISBN: 978-1-78923-467-1

Print ISBN: 978-1-78923-466-4

Copyright year: 2018

Books open for chapter submissions

732 Total Chapter Downloads

chaptersDownloads

Open access peer-reviewed

1. Cramer’s Rules for the System of Two-Sided Matrix Equations and of Its Special Cases

By Ivan I. Kyrchei

159

Open access peer-reviewed

2. Matrices Which are Discrete Versions of Linear Operations

By Armando Martínez Pérez and Gabino Torres Vega

147

Open access peer-reviewed

3. Square Matrices Associated to Mixing Problems ODE Systems

By Victor Martinez-Luaces

145

Open access peer-reviewed

4. Nullspace of Compound Magic Squares

By Saleem Al-Ashhab

127

Open access peer-reviewed

5. Nature of Phyllotaxy and Topology of H-matrix

By Ab. Hamid Ganie

154

Edited Volume and chapters are indexed in

  • Worldcat
  • OpenAIRE
  • Google Scholar
  • AZ ebsco
  • Base
  • CNKI
  • IET Inspec

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