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Exercise 6.B.6

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Proof. Let $D$ denote the differential operator. Note that $D$ is already upper-triangular with respect to the standard basis of $P_{2} ℝ$ . Therefore, by the same reasoning used in the proof of 6.37, $M (D)$ is upper-triangular with respect to the basis found in Exercise 5. □

celiopassos

2017-10-06 00:00

Exercise 6.B.6

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