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On pairs of matrices (of order two) \(A, B\) satisfying the condition \(e^Ae^B=e^{A+B}\neq e^Be^A\) - MaRDI portal

On pairs of matrices (of order two) \(A, B\) satisfying the condition \(e^Ae^B=e^{A+B}\neq e^Be^A\) (Q2651344)

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English
On pairs of matrices (of order two) \(A, B\) satisfying the condition \(e^Ae^B=e^{A+B}\neq e^Be^A\)
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    On pairs of matrices (of order two) \(A, B\) satisfying the condition \(e^Ae^B=e^{A+B}\neq e^Be^A\) (English)
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    1953
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    linear algebra, polynomials
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