Latest Articles for Problem Solving

A new model improves planning efficiency by reusing learned action sequences.

A new method improves language model reasoning by managing complex tasks.

A look at quantum methods to improve solutions for the MaxCut optimization challenge.

A method using AI and simulated experts to tackle complex challenges.

This article explores methods to enhance AI's geometric reasoning using geometric priors.

Learn how groups can effectively tackle complex problems through competitive search methods.

A look at methods for handling polynomial equations and their applications.

Learn how to identify Knights and Knaves using a Python algorithm.

A new approach improves SAT solver efficiency through better communication between modules.

Combining neural networks and logic to tackle Sudoku puzzles effectively.

A study of toggling lights in directed graphs through strategies and linear algebra.

A look at how structured variable addition improves problem-solving efficiency.

A guide to recognizing different types of analogies and improving reasoning skills.

A method integrating kinetic-based optimization and genetic algorithms enhances complex problem solving.

New techniques make constraint acquisition more user-friendly and efficient.

New approaches to solving Thue equations expand the understanding of number theory.

A machine learning approach enhances the selection of SAT encodings for complex problems.

A new approach to analyzing Hercules' fight against the Hydra using term rewriting.

A guide to enhancing teamwork for better problem-solving outcomes.

A new method improves Ising machines' efficiency in solving complex optimization problems.

This article explores a new dataset focused on inequalities in mathematics.

Worked examples enhance problem-solving skills in theoretical physics education.

Using language models to simplify problem-solving in constraint programming.

A look into the role of Lindström quantifiers in logic and computer science.

Hierarchical Destroy-and-Repair approach shows promise in optimizing large TSP instances.

New techniques improve solution speed in combinatorial optimization using progressive distillation.

A look into the study of algebras and their mappings.

Learn how backward reasoning boosts the reliability of AI-generated answers.

A novel approach improves logical abilities in language models through structured thinking.

New BFGS method improves handling of multiobjective problems.

An overview of the complexity in globally constrained Max-CSPs and their implications.

Explore various aspects of tiling problems in mathematics and computer science.

A look into vertex and edge colouring in graph theory.

Understanding explainability in AI through Answer-set Programming enhances decision-making processes.

Explore the creativity of non-periodic tiling with square and triangle tiles.

Examining the blend of classical and quantum methods in computing.

A new algorithm improves decision-making with SMC in uncertain environments.

A look into how children deduce their muddy status through reasoning.

An overview of projective varieties and their significance in mathematics.

Exploring a new way to tackle the classic three jug puzzle using graph theory.