MathCoding.com

Mathematics → Mathematical Model → Algorithm → Implementation → Verification

Turn Mathematical Ideas into Working Algorithms

MathCoding explores how mathematical concepts, geometric problems, and engineering ideas can be transformed into computational models, practical algorithms, and working source code.

The goal is to connect mathematical reasoning with implementation, debugging, and verification through real-world case studies.

Interested in MathCoding.com?

If you are interested in the MathCoding concept, collaboration, applied algorithm development, or the MathCoding.com domain itself, please feel free to contact us. Email: 1004it@gmail.com

MathCoding Projects

AA-1 (Angel Algorithm-1)

Line-to-Line Circular Turn Algorithm

AA-1 is a computational geometry algorithm for generating a circular turning path from two directional lines. It calculates line intersection, tangent length, azimuths, intersection angle, turning direction, radius of curvature, arc center, and intermediate arc-point coordinates.

Original Development 2007
Verification & Stabilization 2026

The original 2007 direction-determination logic is preserved for historical reference. The 2026 implementation includes normalized angular-difference handling, EPSILON-based comparisons, and safeguards for boundary and invalid-input cases.