Group homomorphisms \(h_i\) such that \(h_1(x_1)\cdots h_n(x_n)=y\) is solvable. (Q2483143)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Group homomorphisms \(h_i\) such that \(h_1(x_1)\cdots h_n(x_n)=y\) is solvable. |
scientific article |
Statements
Group homomorphisms \(h_i\) such that \(h_1(x_1)\cdots h_n(x_n)=y\) is solvable. (English)
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28 April 2008
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group homomorphisms
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weak generalized inverses
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pseudoinverses
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