The Math Zone
Welcome to The Math Zone, where we treat Sacred Geometry with the respect that it finally deserves!
When you hear the term “Sacred Geometry,” what comes to mind? What is Sacred Geometry exactly, and why is it “sacred?”
First let’s look at a formal definition: “Sacred geometry ascribes symbolic and sacred meanings to certain geometric shapes and certain geometric proportions. It is associated with the belief of a divine creator or a universal geometer.”
Wow, right away we’re getting into controversial issues on which no two people can ever fully agree! But putting all of that aside, we would prefer to define it in a more fundamental way.
Sacred Geometry is Math, and Math is a form of pure and indisputable truth. In that respect, we could argue that all math is sacred!
MathZone.io
MATH BOOKS
ESSENTIAL COLLEGE MATH BOOKS FOR SUCCESS
Differential Geometry First Edition
Explore Erwin Kreyszig's "Differential Geometry First Edition," a key resource for mastering differential geometry with clear insights and practical exercises ...
Algebraic Topology First Edition
Explore the depth of algebraic topology with Hatcher's renowned first edition. This comprehensive guide offers clear explanations and exercises for all learners.
Introduction to Topology: Second Edition
Discover the essential topology textbook, "Introduction to Topology Second Edition," offering a clear, comprehensive guide to foundational concepts by expert authors ...
Geometry: A Comprehensive Course
Unlock the mysteries of mathematics with "Geometry A Comprehensive Course" by Dan Pedoe. This essential geometry course by Dan Pedoe is perfect for beginners!
Applied Combinatorics 6th Edition
Explore "Applied Combinatorics" 6th Edition by Alan Tucker, mastering combinatorial techniques, graph theory, and discrete mathematics for real-world applications.
Discrete Mathematics with Applications 5th Edition
Explore "Discrete Mathematics with Applications 5th Edition" by Susanna Epp for comprehensive concepts, real-world examples, and detailed solutions in discrete mathematics.
Fourier Analysis: An Introduction
Explore "Fourier Analysis An Introduction" by Elias M Stein & Rami Shakarchi to master Fourier analysis, Fourier series, and transforms for applications in engineering and beyond ...
A First Course in Numerical Analysis Second Edition
Discover "A First Course in Numerical Analysis" and delve into numerical analysis, error analysis, and mathematical modeling. This guide bridges theory and practice for precise solutions ...
Math Research
MATH RESEARCH ARTICLES FROM THE MATH ZONE
Gabriel’s Horn Intersecting Plane App
Gabriel's Horn Interactive app for evaluating ovoid shapes and circles resulting from setting two points for an intersecting plane. Perform an interactive analysis of the "Painter's Paradox" geometry and see the results. You can also download the oval shapes you create, and the metrics dashboard will keep track of your data...
Vesica Piscis Related Proportions
The Vesica Piscis, sometimes called the "Vesica Pisces," is another one of the more important shapes in mathematics, which is formed by the intersection of two circles with the same radius. The intersection is oriented in such a way that you have the center of each circle lying on the perimeter of the opposite circle...
Squaring The Circle Insights
We have some new insights to share about an age old technique in mathematics called Squaring The Circle. This research was partly inspired by an old illustration we found in a pdf publication written about Viktor Schauberger (1885 - 1958). In Figure 1, we can see how they oriented the squares, circles, and triangles in this particular model ...
Multiplicative Inverse And Gabriel’s Horn
The Multiplicative Inverse is also known as the reciprocal of a number x, denoted by 1/x for all numbers of x not equal to zero. This can be expressed as the reciprocal function y = 1/x, and a graph of this function is shown in Figure 1. Originating from the reciprocal function is a fascinating geometric figure known as Gabriel's Horn ...
Cite This Page As:
The Math Zone. “About.” From MathZone.io — A Modern Exploration of Ancient Mathematics. https://mathzone.io/about/
Acknowledgements
A big source of inspiration to me has been my good friend and first cousin J.D. Phillips. He was perhaps one of the youngest ever candidates to receive a Ph.D in Mathematics at Iowa State University in 1992, and I’ve always admired his accomplishments!
J.D. Phillips
Professor of Mathematics
Head of the Department of Mathematics and Computer Science
Northern Michigan University
WEBSITE URL:
https://euclid.nmu.edu/~jophilli/
