Title: Active learning of deterministic one-counter automata
When: Tuesday, 20 May 2025 at 1900 hrs (IST)
Meeting Details: Zoom link, ID: 891 6409 4870, Passcode: 082194
Abstract:
Deterministic one-counter automata (DOCA) extend finite
automata with a counter that can be incremented, decremented or
reset to zero. The transition of a DOCA depends on the current
state, the letter, and whether the current counter value is
zero.
In an active learning framework, a Learner intends to learn a
language by querying the Teacher with membership and
equivalence queries. Angluin's classical L* algorithm showed
that in this framework, a DFA can be learnt in polynomial time.
In this talk, we are interested in the active learning of DOCA.
All existing algorithms for learning DOCA run in time
exponential in the size of the minimal DOCA recognising the
language. We present OL*, the first active learning algorithm
that learns a DOCA in polynomial time.
This is a joint work with Prince Mathew and Vincent Penelle.
arXiv: https://arxiv.org/abs/2503.04525
(to appear in LICS'25)