Latest Articles for Computer Science

Learn how simplifying regular expressions can enhance their clarity and efficiency.

Techniques to assess security properties of cryptographic protocols.

A look into labeling schemes for maintaining graph connectivity amidst vertex failures.

Explore the role of polynomial factorization in finite fields and its applications.

Exploring the characteristics and significance of -dicritical digraphs in graph theory.

This article examines efficient quantum algorithms that improve performance and robustness.

Introducing a new method for training models using tensor networks and matrix product states.

Examining how word pairs can transform through conjugacy in rational relations.

Learn how backreferences enhance regular expressions for complex text patterns.

This article discusses enhancing machine learning models using polynomial data balancing and augmentation.

Exploring new proof systems using automata for modal mu-calculus.

An overview of finite languages, DFA, and their analysis.

New quantum methods improve speed in solving PDEs and performing image classification.

A new parallel algorithm improves correlation clustering efficiency and accuracy.

A study of time-sensitive interactions in negotiations among agents.

A look into the arrangement of objects and their unique classifications.

Explore zip trees and their enhancements for efficient data management.

A method to ensure graph transformations stop correctly using weighted type graphs.

A look into the fundamentals and applications of graph theory.

This article discusses generating random Wheeler automata for research and testing.

Analyzing the similarities and differences of labeled graphs using longest common subsequence.

A look into frame polyominoes and their unique properties.

Research links Turán's theorem with efficient algorithms for finding cliques in graphs.

RES extends Boolean systems, enhancing analysis of real number relationships.

Contextual metrics improve comparisons of process behaviors in varying situations.

Exploring fair allocation strategies for indivisible items using the maximin share approach.

An overview of automata, their types, and languages they recognize.

This work focuses on improving reachability in directed planar graphs, considering network failures.

Research reveals complexity in matroid optimization problems with linear constraints.

This research examines optimal mixing time for independent sets using Glauber dynamics.

A look at how the SOS technique simplifies complex optimization tasks.

Exploring mathematical concepts of colorings and coverings applied to the cube.

A look into pancyclic graphs and their significance in graph theory.

New methods for faster solutions to TSP and MST problems.

New algorithms ensure stable results in combinatorial optimization problems.

A new algorithm enhances efficiency in solving mean payoff games.

This article examines the relationship between Dyck paths and Fibonacci anyons in quantum computing.

An overview of quantifier elimination techniques in model theory.

This article explores a method for designing efficient mixers in quantum computing.

This framework simplifies type theory definition and improves type checking in programming languages.