Learn More
Toric codes are a class of m-dimensional cyclic codes introduced recently by J. Hansen in [7], [8], and studied in [9], [5], [10]. They may be defined as evaluation codes obtained from monomials corresponding to integer lattice points in an integral convex polytope P ⊆ R m. As such, they are in a sense a natural extension of Reed-Solomon codes. Several(More)
  • 1