From Counting to Computing

This book bridges the gap between basic arithmetic and modern computational thinking by exploring numeric tables through geometric shapes like squares and triangles. It demonstrates how formal mathematical reasoning combines with hands-on experiments and digital computation to solve complex problems. The approach moves beyond simple counting to show how algebraic patterns emerge from structured number arrangements, making abstract concepts tangible and accessible.

What sets this work apart is its focus on algebraic generalization within a digital context, providing a framework for understanding how mathematics evolves from concrete operations to abstract computing principles. Readers interested in the logical structure of mathematics or those looking to deepen their understanding of how computation builds on numerical foundations will find this particularly valuable. The integration of theory, experimentation, and practical application creates a comprehensive learning experience that transforms how we perceive mathematical relationships.