Latest Articles for Complexity Theory

This article examines links between Depth-3 circuits and SAT problem-solving techniques.

Examining the challenges of sampling from Hamming weight distributions.

An overview of decision problems and their significance in theoretical computer science.

Exploring the role of Quantum PCPs in modern computing and complexity theory.

This article highlights recent findings on circuit size limits in complexity theory.

This article examines the role of multiple counters in finite automata.

Exploring multiple longest common subsequences with varying levels of diversity.

A look into the relationship between proof complexity and circuit complexity.

This study focuses on existentially quantified variables in QBF, aiming for efficient solutions.

Examining the relationships and complexity of Weihrauch degrees through equational theory.

This article highlights the difficulties in circuit extraction and diagram comparison in ZH calculus.

Examining K-Cores and degeneracy in graph streaming reveals significant complexity.

Examining how quantum approaches can improve solving constraint satisfaction problems.

This study investigates Krylov complexity in altered two-dimensional conformal field theories.

This article discusses the relationship between learning quantum states and circuit efficiency in quantum computing.

A look at positive logic and monotonicity in first-order and linear temporal logic.

Examining sparse outerstring graphs reveals efficient solutions for complex problems.

Exploring strategies for multiplying Boolean matrices using different formulas.

A deep dive into graceful coloring and its significance in graph theory.

An in-depth look at the challenges in P3-arrowing within graph theory.

An overview of graph isomorphism, resolution methods, and their complexities.

Exploring the complexities of Neighborhood Balanced Coloring and its NP-completeness.

Examining metrics and regularity in complex dynamical systems.

A deep dive into quantum algorithms and their role in solving complex problems.

A simplified look at CSPs and the impact of additional constraints.

Exploring the complexity of dividing graphs into two connected groups.

Examining ModPath and ModCycle problems in graph structures and their complexities.

Examining the complexity of connecting pairs in acyclic directed graphs.

Examining the challenges and significance of the Subset Sum problem in computer science.

An overview of the challenges in classifying -free hypergraphs and their properties.

This article discusses the challenges in analyzing automata networks and their implications.

An accessible look at how researchers prove complexity in computer problems.

Exploring the intricate behaviors of quantum systems through duality and operator dynamics.

An exploration of quasirandom groups and their role in communication complexity.

Learn how XOR lemma improves communication between two parties.

Explore the fascinating world of TFNP and its problem-solving framework.