[HTML][HTML] Solve the linear quaternion-valued differential equations having multiple eigenvalues
KI Kou, WK Liu, YH Xia - Journal of Mathematical Physics, 2019 - pubs.aip.org
The theory of two-dimensional linear quaternion-valued differential equations (QDEs) was
recently established {see the work of Kou and Xia [Stud. Appl. Math. 141 (1), 3–45 (2018)]}.
They observed some profound differences between QDEs and ordinary differential
equations. Also, an algorithm to evaluate the fundamental matrix by employing the
eigenvalues and eigenvectors was presented in the work of Kou and Xia [Stud. Appl. Math.
141 (1), 3–45 (2018)]. However, the fundamental matrix can be constructed providing that …
recently established {see the work of Kou and Xia [Stud. Appl. Math. 141 (1), 3–45 (2018)]}.
They observed some profound differences between QDEs and ordinary differential
equations. Also, an algorithm to evaluate the fundamental matrix by employing the
eigenvalues and eigenvectors was presented in the work of Kou and Xia [Stud. Appl. Math.
141 (1), 3–45 (2018)]. However, the fundamental matrix can be constructed providing that …
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