Arithmetic Progressions and Symbolic Dynamical Systems* CMO-BIRS Oaxaca, 2016.
Arithmetic Progressions and Symbolic Dynamical Systems Math Dept. Colloquium IITK, March 2016.
Pseudorandomness and Dimension* CCR 2016 Honolulu, Hawaii, 2016.
Finite-state dimension, normal numbers and transcendence*ALC 2015Mumbai, 2015
Effective Topological and Kolmogorov-Sinai Entropy*NII Shonan 2014Shonan, Japan
Normal Numbers and TranscendenceARA 2014Gotenba, Japan
Ornstein Isomorphism and Algorithmic RandomnessCCR 2014Singapore
Normality and Finite-State Dimension of Liouville NumbersCCR 2013Moscow, Russia
Predictive Complexity and Generalized Entropy of Ergodic GamesALT 2012Lyon, France
Axiomatizing Resource-Bounded MeasureCiE 2011Sofia, Bulgaria
"LCC 2009Los Angeles, USA
An Effective Ergodic Theorem and Some ApplicationsSTOC 2008Victoria, Candada
* - Invited

Author: Satyadev Nandakumar <>