A. Pott

most citedNew Classes of Almost Bent and Almost Perfect Nonlinear Polynomials

1 citations · 1 across the 2 of their papers we have counts for

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math.CO2005

On abelian $(2^{2 m + 1} (2^{m - 1} + 1), 2^{m} (2^{m} + 1), 2^{m})$ -difference sets

K. T. Arasu, Yu Qing Chen, Alexander Pott

In this paper we prove that an abelian group contains $(2^{2 m + 1} (2^{m - 1} + 1), 2^{m} (2^{m} + 1), 2^{m})$ -difference sets with $m ⩾ 3$ if and only if it contains an elementary abelian…

math.CO2005★ 1 cited

New Classes of Almost Bent and Almost Perfect Nonlinear Polynomials

Lilya Budaghyan, Claude Carlet, Alexander Pott

We construct infinite classes of almost bent and almost perfect nonlinear polynomials, which are affinely inequivalent to any sum of a power function and an affine function.

On abelian (22m+1(2m−1+1),2m(2m+1),2m)-difference sets

New Classes of Almost Bent and Almost Perfect Nonlinear Polynomials

On abelian $(2^{2 m + 1} (2^{m - 1} + 1), 2^{m} (2^{m} + 1), 2^{m})$ -difference sets