Corpus ID: 8173921

On circulant and two-circulant weighing matrices

@article{Arasu2010OnCA,
  title={On circulant and two-circulant weighing matrices},
  author={K. Arasu and I. Kotsireas and C. Koukouvinos and J. Seberry},
  journal={Australas. J Comb.},
  year={2010},
  volume={48},
  pages={43-52}
}
We employ theoretical and computational techniques to construct new weighing matrices constructed from two circulants. In particular, we construct W (148, 144), W (152, 144), W (156, 144) which are listed as open in the second edition of the Handbook of Combinatorial Designs. We also fill a missing entry in Strassler’s table with answer “YES”, by constructing a circulant weighing matrix of order 142 with weight 100. ∗ Research partially supported by grants from NSF and AFOSR. The author thanks… Expand
An Investigation of Group Developed Weighing Matrices
Multilevel Hadamard Matrices
Group developed weighing matrices
On crystal sets
Sequences and arrays with desirable correlation properties
  • K. Arasu
  • Computer Science
  • Information Security, Coding Theory and Related Combinatorics
  • 2011

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