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Answer to Question #16732 in Algebra for Hym@n B@ss
Question #16732
Let R be the upper triangular ring
Z/2^kZ Z/2Z
0 Z/2Z
where k ≥ 2.
Compute the set N of nilpotent elements of R.
Z/2^kZ Z/2Z
0 Z/2Z
where k ≥ 2.
Compute the set N of nilpotent elements of R.
Expert's answer
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