activity
20162022
most citedBeyond formulas-as-cographs: an extension of Boolean logic to arbitrary graphs

4 citations · 5 across the 3 of their papers we have counts for

collaborators

8 papers

cs.LO2022

Non-uniform complexity via non-wellfounded proofs

Gianluca Curzi, Anupam Das

Cyclic and non-wellfounded proofs are now increasingly employed to establish metalogical results in a variety of settings, in particular for type systems with forms of (co)inductio…

cs.LO20221 cited

Cyclic Proofs, Hypersequents, and Transitive Closure Logic

Anupam Das, Marianna Girlando

We propose a cut-free cyclic system for Transitive Closure Logic (TCL) based on a form of hypersequents, suitable for automated reasoning via proof search. We show that previously…

cs.LO20204 cited

Beyond formulas-as-cographs: an extension of Boolean logic to arbitrary graphs

Cameron Calk, Anupam Das, Tim Waring

We propose a graph-based extension of Boolean logic called Boolean Graph Logic (BGL). Construing formula trees as the cotrees of cographs, we may state semantic notions such as eva…

cs.CC2019

Proof complexity of systems of (non-deterministic) decision trees and branching programs

Sam Buss, Anupam Das, Alexander Knop

This paper studies propositional proof systems in which lines are sequents of decision trees or branching programs - deterministic and nondeterministic. The systems LDT and LNDT ar…

cs.LO2019

From QBFs to MALL and back via focussing: fragments of multiplicative additive linear logic for each level of the polynomial hierarchy

Anupam Das

In this work we investigate how to extract alternating time bounds from 'focussed' proof systems. Our main result is the obtention of fragments of MALLw (MALL with weakening) compl…

math.FA2017

Some Fibonacci sequence spaces of non-absolute type derived from with and Hausdorff measure of non-compactness of composition operators

Anupam Das, Bipan Hazarika, Feyzi Başar

The aim of the paper is to introduce the spaces and derived by the composition of the two infinite matrices an…