The following pages link to (Q4308104):
Displaying 22 items.
- Generalization of Herstein theorem and its applications to range inclusion problems. (Q467047) (← links)
- A note on generalized derivations in Banach algebras (Q719546) (← links)
- Noncommutative versions of the Singer-Wermer conjecture with linear left \(\vartheta\)-derivations (Q960619) (← links)
- Generalized derivations on commutative von Neumann algebras (Q1743834) (← links)
- Lie derivations on Banach algebras (Q1975915) (← links)
- More elementary operators that are spectrally bounded (Q2347148) (← links)
- Some conditions under which derivations are zero on Banach *-algebras (Q2399849) (← links)
- What can be expected from a cubic derivation on finite dimensional algebras? (Q2401122) (← links)
- What can be expected from the image of \(\sigma \)-derivations on Banach algebras? (Q2688299) (← links)
- Some open problems on locally finite or locally nilpotent derivations and ℰ-derivations (Q4563687) (← links)
- A characterization of derivations on uniformly mean value Banach algebras (Q4633219) (← links)
- Spectrally Bounded Generalized Inner Derivations (Q4845975) (← links)
- On the range of a lie derivation on a banach algebra (Q4944408) (← links)
- Derivations mapping into scattered operators (Q5056304) (← links)
- A new proof of Singer-Wermer Theorem with some results on {g, h}-derivations. (Q5095391) (← links)
- Commutativity of Banach algebras characterized by primitive ideals and spectra (Q5155897) (← links)
- Elementary Operators that are Spectrally Bounded (Q5392656) (← links)
- Extended Jacobson density theorem for rings with derivations and automorphisms (Q5935815) (← links)
- On the derivations, generalized derivations and ternary derivations of degree \(n\) (Q6159179) (← links)
- Reverse Derivations Mapping into the Radical (Q6497290) (← links)
- The noncommutative Singer-Wermer conjecture and generalized skew derivations (Q6616657) (← links)
- When is a \(\phi\)-derivation continuous and where can its image be found? (Q6650424) (← links)
