BFA 2021 – ACCEPTED ABSTRACTS

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Accepted Abstracts:

  • Nurdagül Anbar and Wilfried Meidl. Bent partitions.
  • Daniele Bartoli, Marco Calderini, Constanza Riera and Pantelimon Stanica. Low c-differential uniformity for functions modified on subfields.
  • Lyubomir Borissov and Yuri Borissov. On the irrationality of the angles of Kloosterman sums over $\mathbb{F}_p$.
  • Benjamin Chase and Petr Lisonek. Constructions and applications of Walsh zero spaces.
  • Robert Coulter and Nikolay Kaleyski. Further observations on the distance invariant.
  • Thomas Cusick and Alexandru Chirvasitu. Symbolic dynamics and rotation symmetric Boolean functions.
  • Said Eddahmani and Sihem Mesnager. Explicit Values of the Tables DDT, BCT, FBCT, and FBDT
    of the Inverse, the Gold, and the Bracken-Leander Functions.
  • Shibam Ghosh and Leo Perrin. Some Experimental Results on Quadratic APN Functions.
  • Sartaj Ul Hasan, Mohit Pal and Pantelimon Stanica. The (generalized) boomerang uniformity of some classes of functions over finite fields.
  • Wrya K. Kadir, Chunlei Li and Ferdinando Zullo. Decoding a class of maximum Hermitian rank metric codes.
  • Sihem Mesnager, Sihong Su and Jingjing Li. On concrete constructions of weightwise perfectly balanced functions with optimal algebraic immunity and high weightwise nonlinearity.
  • Meltem Sonmez Turan and Rene Peralta. On the Multiplicative Complexity of Cubic Boolean Functions.
  • Irene Villa, Robert Coulter and Emily Bergman. The classification of planar monomials over fields of order p3
  • Yuyin Yu and Leo Perrin. Constructing More Quadratic APN Functions with the QAM Method.
  • Jothishwaran Chinnaswamy Arunagiri, Vishvendra Singh Poonia, Pantelimon Stanica and Sugata Gangopadhyay. A quantum algorithm to verify the Strict Avalanche criterion in Boolean functions.
  • Ting Gu, Zhixiong Chen, Andrew Klapper and Yu Zhou. On the computation of q-transform of Boolean functions.
  • Fei Guo and Zilong Wang. Constructing Boolean functions with four-valued and five-valued spectra by modifying the Maiorana-McFarland class of bent functions.
  • Abbas Abhakim and Janusz Szmidt. Multiple de Bruijn Sequences and the Cross-Join Method.
  • José Andrés Armario, Ronan Egan and Dane Flannery. Generalized partially bent functions, generalized perfect arrays and cocyclic Butson matrices.
  • Amar Bapić, Enes Pasalic and Fengrong Zhang. Constructing new superclasses of bent functions from known ones.
  • Jaeseong Jeong, Namhun Koo and Soonhak Kwon. Constructing Differentially 4-uniform Involutions over F_{2^{2k}} by using Carlitz form.