Pages that link to "Item:Q387382"
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The following pages link to Shirshov's theorem and division rings that are left algebraic over a subfield. (Q387382):
Displaying 11 items.
- Primitivity of finitely presented monomial algebras. (Q1013104) (← links)
- Division algebras with left algebraic commutators (Q1671761) (← links)
- Algebraic commutators with respect to subnormal subgroups in division rings (Q2036585) (← links)
- Subnormal subgroups and self-invariant maximal subfields in division rings (Q2049400) (← links)
- A note on symmetric elements of division rings with involution (Q2141415) (← links)
- On the unit groups of rings with involution (Q2151112) (← links)
- A note on subgroups in a division ring that are left algebraic over a division subring (Q2311090) (← links)
- Left Artinian algebraic algebras (Q2773016) (← links)
- Almost subnormal subgroups in division rings with generalized algebraic rational identities (Q5065665) (← links)
- On the algebraicity of bounded degree in division rings (Q5089950) (← links)
- Free subgroups in almost subnormal subgroups of general skew linear groups (Q5348753) (← links)