Characterizes (σ, τ)-derivations on algebraic integer rings of quadratic, cyclotomic, and bi-quadratic fields; solves twisted derivation problem in some cases; conjectures for cyclotomic; applies to Hom-IDD code construction.
Kamali Ardakani and Bijan Davvaz
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$({\sigma}, {\tau})$-Derivations of Number Rings with Coding Theory Applications
Characterizes (σ, τ)-derivations on algebraic integer rings of quadratic, cyclotomic, and bi-quadratic fields; solves twisted derivation problem in some cases; conjectures for cyclotomic; applies to Hom-IDD code construction.