The Invariant Factors of Some Cyclic Difference Sets


Title The Invariant Factors of Some Cyclic Difference Sets
Author(s) Chandler, D.B.
Xiang, Qing
Date Issued 2002
Permanent Link to This Record http://udspace.udel.edu/handle/19716/332

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Genre(s) Technical Report
Abstract Using the Smith normal forms of the symmetric designs associated with the HKM and Lin difference sets, we show that not only are these two families of difference sets inequivalent, but also that the associated symmetric designs are nonisomorphic.
Subject(s) Difference set
Gauss sum
Singer difference set
Stickelberger’s theorem
Teichmuller character
Language English (US)
Extent 257507 bytes
Publisher Department of Mathematical Sciences
Part of Series Technical Report: 2002-08
Date Accessioned 2005-02-17T15:46:32Z
Date Available 2005-02-17T15:46:32Z

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