Systems of differential equations Handout - University of California ...
5 Matrix exponential 5.1 Find eAt, where: A= 2 4 2 0 0 4 2 0 1 0 2 3 5 Eigenvalues of A: = 2, with multiplicity 3. IMPORTANT: The following technique works only in this case (where we have one eigenvalue with full multiplicity). For all the other cases, use the next example. Then: eAt= e 2t I+(A+2I)t+(A+2I)2 t2 2! = 2 4 e 2t 0 0 4te 2te 0 te ... ................
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