Wood, Jay - Department of Mathematics, Western Michigan University

• Understanding Linear Codes of Constant Weight Using Virtual Linear Codes
• The Development of Coding Theory over Finite Rings
• Witt Theorems for Linear Codes
• May 19, 2009 8:43 WSPC -Proceedings Trim Size: 9in x 6in wood-ankara-9x6-rev-051909 FOUNDATIONS OF LINEAR CODES DEFINED OVER
• Code Equivalence and Finite Frobenius Rings
• Extension Theorems for Linear Codes over Finite Rings
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• SEMIGROUP RINGS AND THE EXTENSION THEOREM FOR LINEAR CODES
• Highly symmetric weight functions on matrix rings
• DUALITY FOR MODULES OVER FINITE RINGS AND APPLICATIONS TO CODING THEORY
• Linear Codes over Z=(2 k of Constant Euclidean Weight
• SEMIGROUP RINGS AND THE EXTENSION THEOREM FOR LINEAR CODES
• Generalization. Suppose we have a game in which a player choosing k of n num-bers purchases r tickets, selecting numbers at random. For i = 1 to r, let Ai be
• An Essay on Equivalence of Linear Codes, II
• Codes of constant Lee or Euclidean weight
• Witt Theorems for Linear Codes
• Codes of constant Lee or Euclidean weight
• Character-theoretic proofs of equivalence theorems
• Contemporary Mathematics Weight Functions and the
• Linear Codes over Z=(2 k ) of Constant Euclidean Weight
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• A CODING-THEORETIC CHARACTERIZATION OF FINITE FROBENIUS RINGS
• Int. J. Information and Coding Theory, Vol. 1, No. 4, 2010 429 Anti-isomorphisms, character modules and
• Understanding Linear Codes of Constant Weight
• Restrictions on Two-Weight Projective Linear Codes
• An Essay on Equivalence of Linear Codes, III
• In Honor of Vera Pless Equivalence of Linear Codes
• LECTURE NOTES ON THE MACWILLIAMS IDENTITIES AND THE EXTENSION THEOREM
• LECTURE NOTES ON DUAL CODES AND THE MACWILLIAMS IDENTITIES
• ARITHMETIC PROGRESSIONS OF CONSTANT p-ADIC WEIGHT
• Linear Codes over Z=2 of Constant Euclidean Weight
• The Structure of Linear Codes of Constant Weight
• An Essay on Equivalence of Linear Codes
• Factoring the Semigroup Determinant of a Finite Commutative Chain Ring
• DUALITY FOR MODULES OVER FINITE RINGS AND APPLICATIONS TO CODING THEORY
• Codes of constant Lee or Euclidean weight Jay A. Wood
• The Structure of Linear Codes of Constant Weight
• Linear Codes over Z=(2 k of Constant Euclidean Weight
• Codes of constant Lee or Euclidean weight Jay A. Wood
• Linear Codes over Z=2 of Constant Euclidean Weight
• The use of Frobenius rings in coding theory: a personal view
• Contemporary Mathematics Weight Functions and the
• Dual Codes over Finite Rings--Cautions and Compromises
• Extension Theorems for Linear Codes over Finite Rings
• Ring Involutions and Self-Dual Codes Jay A. Wood
• Two Fundamental Theorems of MacWilliams
• Two Fundamental Theorems of MacWilliams
• Two Fundamental Theorems of MacWilliams
• Finite Frobenius Rings as a Setting for Algebraic Coding Theory
• The MacWilliams Identities Jay A. Wood
• Finite Frobenius Rings and the MacWilliams Identities
• Applications of Finite Frobenius Rings to Algebraic Coding Theory --
• Relative One-Weight Codes Jay A. Wood
• Characterizing Finite Frobenius Rings Via Coding Theory
• APPLICATIONS OF FINITE FROBENIUS RINGS TO THE FOUNDATIONS OF ALGEBRAIC CODING THEORY
• Applications of Finite Frobenius Rings to Algebraic Coding Theory --
• The MacWilliams Identities Jay A. Wood