Latest Articles for Computational Complexity

Exploring how quantum spin chains relate to computation and mathematical properties.

Examining how memory impacts decision-making in incomplete information games.

A study on inquisitive logic's model checking complexity.

This paper investigates new problems in affine continuous VASS models.

Research shows how quantum systems can efficiently prepare Gibbs states for enhanced computing.

A study on achieving balance in pathfinding based on diverse preferences.

A look into the properties and challenges of well-covered graphs.

This article examines the challenging nature of subtraction games in graph theory.

Explore the complexities of counting in indexed languages and the role of slices.

Examining the complexity of graph orientation and its relation to tournaments.

Researching how machines reason about uncertain arguments through computational frameworks.

Explore the complexities of counting induced subgraphs in various graph properties.

New methods improve counting of minimal models in reasoning tasks.

Research highlights complexities and algorithms related to the MMDS problem in graph theory.

An overview of matrix groups, orbit problems, and their computational implications.

Analyzing factored graphs helps manage complexity in large graph structures.

Exploring the challenges of Hamiltonian complexity in quantum systems.

Investigating recurrent behavior in quantum systems and hidden tensor structures.

This article examines the difficulties in sampling solutions from the symmetric binary perceptron model.

Research focuses on optimizing the stable set problem in various graph types.

This study introduces a method to enhance model counting efficiency using blocked clause elimination.

A look at how argumentation frameworks structure and analyze disputes in artificial intelligence.

A look into how domination polynomials analyze graph properties and their applications.

A look into quantum computing's role in decision-making with altered data.

A look at reasoning with conflicting information in various fields.

Analyzing the connections between Weihrauch problems and Büchi games in computer science.

A look into the complexities of capacitated clustering and recent algorithm improvements.

Exploring quantum adaptations of Vertex Cover and their implications in computing.

This study explores nonstabilizerness generation in quantum systems, focusing on innovative entropy measures.

Examining how magic depth affects classical simulations of quantum circuits.

Explore how geometry-preserving reductions connect computational problems while maintaining solution shapes.

An overview of the hardness in approximating critical computational problems.

An exploration of the differences between QMA and QCMA in quantum computing.

Exploring the links between quantum mechanics and independent set problems.

A look at Schmidt decomposition and its role in quantum information.

Discover the importance of graph states in quantum computing.