On the parameters of line Schubert symplectic Grassmann codes

The Grassmannian 𝒢 2,m , is the collection of all 2 dimensional subspaces of a vector space of dimension m. It is one of the most widely studied objects in Algebraic Geometry and has interesting algebraic, geometric, and combinatorial properties. Since subspaces of dimension 2 are known as lines the Grassmannian 𝒢 2,m , is known as the Grassmannian of lines. A class of linear codes, known as Grassmann codes, are used to understand the geometric and algebraic properties of the Grassmannian. Cod