Keywords

#nilpotent

Nilpotent

Element in a ring whose some power is 0

In mathematics, an element of a ring is called nilpotent if there exists some positive integer , called the index, such that .

Tue 10th

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Nilpotent Nilpotent group Nilpotent matrix Locally nilpotent Nilpotent ideal Nilpotent algebra Nilpotent operator Nilpotent Lie algebra Virtually Nilpotent space
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