Speaker
Ana Šumberac
(Faculty of Mathematics, University of Rijeka)
Description
Construction and classification of self-orthogonal and self-dual codes is an active field of research. A code for which all codewords have weight divisible by four is called doubly even. Among self-orthogonal, especially self-dual codes, doubly even codes attract special attention. In this talk, we are dealing with some constructions of doubly even self-orthogonal linear codes from incidence matrices and orbit matrices of quasi-symmetric designs. Quasi-symmetric design meaning that this design has exactly two block intersection numbers. In particular, we consider constructions from quasi-symmetric designs of Blokhuis-Haemers type.
Primary authors
Ana Šumberac
(Faculty of Mathematics, University of Rijeka)
Dean Crnković
Doris Dumičić Danilović
(Faculty of Mathematics, University of Rijeka, Croatia)
Andrea Svob
(Faculty of Mathematics, University of Rijeka)
