Study Pathways
Sacred Mathematics can be explored through several connected pathways. The two principal study sequences are Mathematics and Language, which follows the development of meaning, logic and abstraction, and Euclid and Geometry, which follows the foundations of geometric thought and proof.
Latest from Sacred Mathematics
Sacred Mathematics – The Journey Ahead
A reflection on the direction of Sacred Mathematics and the journey ahead for exploring mathematical thought, reasoning, proof and Euclid.
Mathematics and Language
Explore how experience, perception and language gradually become the foundations of formal mathematical thought. This pathway moves from the formation of meaning through logic and axioms into symbols and abstraction.
Euclid and Geometry
Follow the foundations of Euclidean geometry from the first definitions through postulates, axioms and common notions into the opening propositions of Book I. The sequence develops the language and logic from which geometric proof can unfold.
The History of Mathematics
Follow the development of mathematical thought through history and discover how mathematical ideas, methods and reasoning have evolved over time.
Healing Our Relationship with Mathematics
Explore how fear, pressure and uncertainty can shape our relationship with mathematics, and how understanding, patience and meaningful experience can help restore curiosity, confidence and insight.
