Proves that the minimum distance of intermediate constacyclic codes C(q,m,r,ℓ) equals a specific piecewise formula and determines the minimum affine support for non-terminal scalar-residue layers of generalized Reed-Muller codes.
On the weight structure of Reed–Muller codes,
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Intermediate Constacyclic Codes and Scalar-Residue Reed--Muller Layers
Proves that the minimum distance of intermediate constacyclic codes C(q,m,r,ℓ) equals a specific piecewise formula and determines the minimum affine support for non-terminal scalar-residue layers of generalized Reed-Muller codes.