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On perfect binary arrays

On perfect binary arrays

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The perfect binary arrays introduced by Calabro and Wolf correspond to a class of difference sets, viz. H sets. Existence and construction of H sets on various grids are considered. In particular, H sets on 12 × 12 grids are presented and a number of two-dimensional grids are indicated where H sets do not exist.

References

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      • On signals with the minimal ambiguity function for simultaneous determination of the range and velocity of objects
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      • A summary of noncyclic difference sets, K > 20
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      • On Hadamard difference sets, A survey of combinatorial theory
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