Springer papers


Vesna Dimitrova , Zlatka Trajcheska and Marija Petkovska


Quasigroups are algebraic structures that are suitable for cryptographic use and their cryptographic properties are intriguing. Looking into these properties we can classify the quasigroups based on different criteria and sort out the ones with best attributes for encryption and resistance to attacks. The Boolean representations of quasigroups allow us to find out more about their cryptographic properties. Some of them are already examined and determined. In this research we will use some previous conclusions in order to find out more about the cryptographic properties of the sets of parastrophic quasigroups.


quasigroup; parastrophe; cryptography; algebraic immunity; nonlinearity; resiliency