Constructing morphisms for arithmetic subsequences of Fibonacci

Henk Don (Radboud U)

Apr 25. 2025, 11:00 — 11:30

From a general theorem by Dekking it follows that an arithmetic subsequence of any morphic sequence is morphic again. The construction of such a morphism is not directly obvious. In this talk we demonstrate the explicit construction of a morphism  generating an arbitrary arithmetic subsequence of the infinite fixed point of the Fibonacci morphism. 

Further Information
Venue:
ESI Boltzmann Lecture Hall
Recordings:
Recording
Files:
Slides
Associated Event:
Uniform Distribution of Sequences (Workshop)
Organizer(s):
Henk Bruin (U of Vienna)
Robbert Fokkink (TU Delft)
Jörg Thuswaldner (Montanuniversität Leoben)