Title of article :
The extension problem for Lee and Euclidean weights
Author/Authors :
langevin, philippe université de toulon - laboratoire imath, France , wood, jay a. western michigan university - department of mathematics, Kalamazoo, USA
Abstract :
The extension problem is solved for the Lee and Euclidean weights over three families of rings of the form Z/NZ: N = 2^l+1, N = 3^l+1, or N = p = 2q + 1 with p and q prime. The extension problem is solved for the Euclidean PSK weight over Z/NZ for all N.
Keywords :
Extension problem , Lee weight , Euclidean weight , Egalitarian weight
Journal title :
Journal Of Algebra Combinatorics Discrete Structures and Applications
Journal title :
Journal Of Algebra Combinatorics Discrete Structures and Applications
