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Purely inseparable field extension

An algebraic extension in characteristic

p > 0

is purely inseparable when every one of its elements is purely inseparable over the base field.

Table of contents 144 3
- Purely inseparable algebraic element Purely inseparable field extension 72 1
  - Minimal polynomial of a purely inseparable element Purely inseparable algebraic element 56
- Unique embedding extension through a purely inseparable extension Purely inseparable field extension 50

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