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Hirschfeld J.W.P., Hubaut X.: Sets of even type in PG(3,4), alias the binary (85,24) projective geometry code. J. Comb. Theory Ser. A 29(1), 101–112 (1980). Article Google Scholar Honold T., Kiermaier M., Kurz S.: Johnson type bounds for mixed dimension subspace cod...
we focus on a particularly interesting case of APN maps on binary fields. We show that APN maps with the minimal image size are very close to being 3-to-1. We prove that forneven the image sets
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Yes, if it is claimed, we can’t help you with the same code. Ether wait for our next update. Zidane October 21, 2023 at 10:01 pm Can you send me a code in my email? All codes are not working even when updated, they are getting claimed too fast. I am sending you this because...
The propelinear structure was introduced in [25] for binary codes, and it was generalized in [3] for q-ary codes, i.e., codes over the finite field \mathbb {F}_{q} where q is a prime power. For a code C \subseteq {\mathbb {Z}}_{k}^{n}, we denote by {\text {Aut}}(...
(fixpoints) as well as the number of generators for which an element is a fixpoint. In addition, we identify a number of conditions under which there will be orbits of length 2, 3 and 4, and provide a simple formula for switching between generators. Short orbits would all obviously ...
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