Veronese subspace codes
Antonio Cossidente, Francesco Pavese

TL;DR
This paper constructs a new family of constant dimension subspace codes in projective space using a correspondence between quadrics and points, achieving specific parameters for error correction.
Contribution
It introduces a novel construction of subspace codes based on the relationship between quadrics in PG(2,q) and points in PG(5,q).
Findings
Constructed a family of subspace codes with specified parameters.
Achieved codes with parameters: (6, q^3(q^2-1)(q-1)/3 + (q^2+1)(q^2+q+1), 4; 3)_q.
Demonstrated the use of geometric correspondences in code construction.
Abstract
Using the correspondence between quadrics of and points of , a family of constant dimension subspace codes is constructed.
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Taxonomy
TopicsViral Infectious Diseases and Gene Expression in Insects · Melanoma and MAPK Pathways · interferon and immune responses
