OALib Journal期刊
费用：99美元
查看量下载量
A few more functions that are not APN infinitely often
We consider exceptional APN functions on ${\bf F}_{2^m}$, which by definition are functions that are not APN on infinitely many extensions of ${\bf F}_{2^m}$. Our main result is that polynomial functions of odd degree are not exceptional, provided the degree is not a Gold member ($2^k+1$) or a Kasami-Welch number ($4^k-2^k+1$). We also have partial results on functions of even degree, and functions that have degree $2^k+1$.
Please enable JavaScript to view the
&&&OALib Suggest
Live SupportAsk us anythingrodier23k gold plated swiss psion-百谷歌[Contribution to the study of tetryl pathology.] - Abstract - Europe PMC
Europe PMC requires Javascript to function effectively.
Either your web browser doesn't support Javascript or it is currently turned off. In the latter case, please
turn on Javascript support in your web browser and reload this page.
https://orcid.org
Search worldwide, life-sciences literature
[01 Mar -160]
Journal Article
(lang: fre)
No abstract provided.
)- subscription required
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
Show all items
CitePeer Related Articles}