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Exercise 5.3.20

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Using the notation from the Definition, when $A = O$ we can observe that $B_{m}$ is equal to $I$ for all $m$ . So $e^{O}$ would be $I$ . For the case $A = I$ , we have $A^{m} = I$ for all $m$ . So the matrix $e^{I} = eI$ . That is, a matrix with all its entries $e$ .

jephianlin

2011-06-27 00:00

Exercise 5.3.20

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