Special Relativity with Ruler and Compass
Special Relativity with Ruler and Compass
This document provides a visual overview of the geometric framework developed in the working paper: "Quaternionic Möbius Transformations: a Different Approach to Relativistic Kinematics" (DOI: 10.5281/zenodo.18344596). Initially designed as a synthesis for scientific outreach on LinkedIn (https://www.linkedin.com/feed/update/urn:li:activity:7438170134956998656/), this "Slider" uses the Stroke Notation (a proprietary algebraic-geometric syntax) to bridge ruler-and-compass constructions with relativistic mechanics. Note: This version (v1.0) includes a symbolic representation of the "Zorro Signature" (Slide 7), a key feature of the spacetime syntax not present in the original social media post.
Hyperbolic Geometry, Velocity Addition, Möbius Transformations, Geometric Algebra, Apollonian Circles, Thomas Precession, Zorro Signature, Special Relativity, Visual Physics, FOS: Mathematics, Relativistic Kinematics, Wigner Rotation, Quaternions, Space-time Geometry, Ruler and Compass Constructions, Lorentz Transformations, Stroke Notation, Mathematical Physics
Hyperbolic Geometry, Velocity Addition, Möbius Transformations, Geometric Algebra, Apollonian Circles, Thomas Precession, Zorro Signature, Special Relativity, Visual Physics, FOS: Mathematics, Relativistic Kinematics, Wigner Rotation, Quaternions, Space-time Geometry, Ruler and Compass Constructions, Lorentz Transformations, Stroke Notation, Mathematical Physics
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