Explicit optimal and asymptotically good constructions of linearized algebraic geometry codes in the sum-rank metric are provided by extending prior work on quotients of Ore polynomials over algebraic function fields.
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A survey of Weierstrass semigroups and their use in deriving the order bound for the minimum distance of one-point algebraic geometry codes.
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Explicit and asymptotically good constructions of Algebraic Geometry codes in the sum-rank metric
Explicit optimal and asymptotically good constructions of linearized algebraic geometry codes in the sum-rank metric are provided by extending prior work on quotients of Ore polynomials over algebraic function fields.
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Weierstrass semigroups and the order bound
A survey of Weierstrass semigroups and their use in deriving the order bound for the minimum distance of one-point algebraic geometry codes.