activity
20122025
most citedFirst-Order logic and its Infinitary Quantifier Extensions over Countable Words

1 citations · 1 across the 6 of their papers we have counts for

collaborators

8 papers

cs.FL2025

Scalable Learning of One-Counter Automata via State-Merging Algorithms

Shibashis Guha, Anirban Majumdar, Prince Mathew +1

We propose One-counter Positive Negative Inference (OPNI), a passive learning algorithm for deterministic real-time one-counter automata (DROCA). Inspired by the RPNI algorithm for…

cs.FL2025

Learning Deterministic One-Counter Automata in Polynomial Time

Prince Mathew, Vincent Penelle, A. V. Sreejith

We give an active learning algorithm for deterministic one-counter automata (DOCAs) where the learner can ask the teacher membership and minimal equivalence queries. The algorithm…

cs.FL2024

Learning real-time one-counter automata using polynomially many queries

Prince Mathew, Vincent Penelle, A. V. Sreejith

In this paper, we introduce a novel method for active learning of deterministic real-time one-counter automata (DROCA). The existing techniques for learning DROCA rely on observing…

cs.FL2023

Weighted One-Deterministic-Counter Automata

Prince Mathew, Vincent Penelle, Prakash Saivasan +1

We introduce weighted one-deterministic-counter automata (ODCA). These are weighted one-counter automata (OCA) with the property of counter-determinacy, meaning that all paths labe…

cs.LO2021★ 1 cited

First-Order logic and its Infinitary Quantifier Extensions over Countable Words

Bharat Adsul, Saptarshi Sarkar, A. V. Sreejith

We contribute to the refined understanding of the language-logic-algebra interplay in the context of first-order properties of countable words. We establish decidable algebraic cha…

cs.LO2018

Undecidability of a weak version of MSO+U

Mikołaj Bojańczyk, Laure Daviaud, Bruno Guillon +2

We prove the undecidability of MSO on -words extended with the second-order predicate which says that the distance between consecutive positions in a set $X \subseteq \…

cs.LO2017

Modulo quantifiers over functional vocabularies extending addition

A. Baskar, A. V. Sreejith, R. S. Thinniyam

We show that first order logic (FO) and first order logic extended with modulo counting quantifiers (FOMOD) over purely functional vocabularies which extend addition, satisfy the C…

cs.LO2012

Non-definability of languages by generalized first-order formulas over (N,+)

Andreas Krebs, A. V. Sreejith

We consider first-order logic with monoidal quantifiers over words. We show that all languages with a neutral letter, definable using the addition numerical predicate are also defi…