Thursday, August 15, 2019 11:00 am
-
11:00 am
EDT (GMT -04:00)
Samin
Riasat,
Master’s
candidate
David
R.
Cheriton
School
of
Computer
Science
Fici et al. recently introduced the notion of anti-powers in the context of combinatorics on words. A power (also called tandem repeat) is a sequence of consecutive identical blocks. An anti-power is a sequence of consecutive distinct blocks of the same length.
Fici et al. showed that the existence of powers or anti-powers is an unavoidable regularity for sufficiently long words. In this thesis we explore this notion further in the context of binary words and obtain new results.