A new approach for second-order linear matrix descriptor differential equations of Apostol-Kolodner type

Author:

Pantelous A. A.12,Karageorgos A. D.3,Kalogeropoulos G. I.3

Affiliation:

1. Institute for Financial and Actuarial Mathematics (IFAM); Department of Mathematical Sciences, University of Liverpool; UK

2. Institute for Risk and Uncertainty (IR&U); University of Liverpool; UK

3. Department of Mathematics; University of Athens; Greece

Publisher

Wiley

Subject

General Engineering,General Mathematics

Reference22 articles.

1. Higher-Order Linear Matrix Descriptor Differential Equations of Apostol-Kolodner Type;Kalogeropoulos;Electronic Journal of Differential Equations,2009

2. Matrix differential equation and higher-order numerical methods for problems of non-linear creep, viscoelasticity and elasto-plasticity;Bažant;International Journal for Numerical Methods in Engineering,1972

3. Linear recurrence relations in the algebra of matrices and applications;Ben Taher;Linear Algebra and Its Applications,2001

4. Some explicit formulas for the polynomial decomposition of the matrix exponential and applications;Ben;Linear Algebra and Its Applications,2002

5. Dynamic solutions and computation of the powers and exponential of matrix;Ben;International Journal of Mathematics, Game Theory, and Algebra,2003

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3. Closed Forms of General Solutions for Rectangular Systems of Coupled Generalized Sylvester Matrix Differential Equations;COMMUN MATH APPL;2020

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