On the nonlinearity profile of the Dillon function

@article{Carlet2009OnTN,
  title={On the nonlinearity profile of the Dillon function},
  author={Claude Carlet},
  journal={IACR Cryptology ePrint Archive},
  year={2009},
  volume={2009},
  pages={577}
}
The nonlinearity profile of a Boolean function is the sequence of its minimum Hamming distances nlr(f) to all functions of degrees at most r, for r ≥ 1. The nonlinearity profile of a vectorial function is the sequence of the minimum Hamming distances between its component functions and functions of degrees at most r, for r ≥ 1.The profile of the multiplicative inverse functions has been lower bounded in a previous paper by the same author. No other example of an infinite class of functions with… CONTINUE READING

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