A new algorithm using numerical linear algebra to determine stability of incommensurate fractional-order differential equation systems, simpler than prior methods, with MATLAB code provided for linear rational-ratio cases and extensions suggested for nonlinear problems.
Lim, Tensors and Hypermatrices, in L
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The authors introduce the t-semi-tensor product (t-STP) for cubic matrices, study its algebraic properties, and apply it to hyper-networked evolutionary games modeling supply chains.
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A Stability Testing Algorithm for Incommensurate Fractional Differential Equation Systems
A new algorithm using numerical linear algebra to determine stability of incommensurate fractional-order differential equation systems, simpler than prior methods, with MATLAB code provided for linear rational-ratio cases and extensions suggested for nonlinear problems.
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t-Product and t-STP of Cubic Matrices With Application to Hyper-Networked Systems
The authors introduce the t-semi-tensor product (t-STP) for cubic matrices, study its algebraic properties, and apply it to hyper-networked evolutionary games modeling supply chains.