#### Location

University of Richmond

#### Event Website

http://as.richmond.edu/programs/hhmi/science-symposium.html

#### Start Date

9-25-2015

#### End Date

9-15-2015

#### Document Type

Restricted Event: Campus only access

#### Description

Cameron Liebler Line Classes is a set of lines in projective space PG(3,q) (or, equivalently, set of planes in vector space over a finite field in four dimensions) with certain nice property. Under Klein Correspondence, Cameron Liebler Line Class in PG is mapped into points of PG(5,q) (equivalent to lines in vector space of six dimensions). The set of points in six-dimensional vector space resulting from this map forms a partial difference set, an object applicable to the area of Design and Coding Theory.

Poster Presentation: Cameron Liebler Line Classes

University of Richmond

Cameron Liebler Line Classes is a set of lines in projective space PG(3,q) (or, equivalently, set of planes in vector space over a finite field in four dimensions) with certain nice property. Under Klein Correspondence, Cameron Liebler Line Class in PG is mapped into points of PG(5,q) (equivalent to lines in vector space of six dimensions). The set of points in six-dimensional vector space resulting from this map forms a partial difference set, an object applicable to the area of Design and Coding Theory.

https://scholarship.richmond.edu/hhmi/2015/program/2

## Comments

Department: Mathematics

Faculty Mentor: Dr. James A. Davis