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About Number and Magnitude

We have lost the relationship between Number and Form or Number and Magnitude as the Ancient Greeks called their Forms. A few years ago a Revolution in Mathematics and Physics has started. This revolution is caused by Geometric Algebra. In Geometric Algebra the Ancient Theories of Euclid and Pythagoras are reevaluated. Numbers are Scalar (Quantum) Movements of Geometric Patterns and not Static Symbols of Abstractions that have nothing to do with our Reality. Movements and not Forces are the Essence of Physics. The basic rule Movement = Space/Time (v=s/t) shows that  Time and Space are two Reciprocal 3D-Spaces. Our Senses … Continue reading About Number and Magnitude

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About the Vedic Square

This blog is about the Cycle of Nine implemented in the Digital Root or Modulus 9-Function. The Digital Root generates many Patterns that were used in Ancient Architectures. One of the most important Digital Root Patterns is the Vedic Square. It is the Digital Root of the Multiplication Table of the numbers 1 to 9. This Table contains the Harmonics of the Numbers 1 to 9. These Harmonics are highly related to the Harmonic Pattern behind the Cycles in our Universe. The first part of this Blog is about the Digital Root. It contains the patterns that are behind the … Continue reading About the Vedic Square

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About Mystical Number Theory and Pascal’s Triangle

The first part of this Blog is about the Triangular numbers, related to the Number 3, the Holy Trinity. The second part shows that Pascal’s Triangle (called Meru’s Mountain in Mystics), the Binomial Expansion,  contains every Possible Mystical Number Pattern (including the Triangular Numbers) you can Imagine. Pascal Triangle also shows that our Universe is a combinatorial miracle. It explores every possibility, is always in balance, expands and moves back to the beginning which is and was the Void, the Empty Set, the merge of Every Paradox, that is Possible. About Mystical Number-Patterns The Sēpher Yəṣîrâh (Book of Formation or Book … Continue reading About Mystical Number Theory and Pascal’s Triangle

About the Sum of Things

The Lo Shu is a Chinese Model for Time and was used to design Cities, Temples, Cycles and Calendars. The Lo Shu is a 3×3 Magic Square created by Fu Xi, the Founder of Chinese Civilization. Fu Xi lived around the time of the Great Flood. The Magic Square was carried by a Turtle. The Turtle is the symbol of the Constellation Orion. Many Ancient Cultures claim that our Ancestors came from this constellation. The Square of Lo Shu is also referred to as the Magic Square of Saturn or Chronos (Time). According to Chinese Creation Myth  the world started with 無極 … Continue reading About the Sum of Things

About the Void

Infinity is a very strange concept. It is a concept we, the Humans, are unable to imagine because our Reality is Finite. Infinity is created by a division by Zero. Multiplying Zero by Infinity could be Any Number (A/∞=0, 0*∞=A). Infinity-times-Zero is an unlimited resource, the Holy Grail. The concept 0 is not (¬) “nothing”, the empty set (Ø). The number 0 is the result of subtracting a number by Itself (A-A=0). The number 0 is the symbol of, the Middle, Balance and the Absolute Truth (A=A, I AM what I AM). Strangely enough the name “zero” given to the … Continue reading About the Void

Why Numbers are Waves

Pythagoras, the inventor of the Music of the Spheres, thought that the principles governing Number are the principles of all things.There are many principles behind the Numbers. The most intriguing is called the Riemann Hypothesis. It defines a spiraling relationship between the Prime numbers. What is a Number? A Number is a Symbol that represents an Object we use to Count and to Measure. The Number-Object 1 is often represented by the symbol “1” and the sound “One”. When we Count we are able to Tell How Many Objects are available in a certain Set. In mathematical terms the Amount … Continue reading Why Numbers are Waves

About the Hyperdiamond

The beauty of our Universe is highly related to what mathematicians call symmetry. A structure is symmetric when it is possible to find a function that maps the structure unto itself. A simple example is mirror-symmetry. In this case the structure looks the same when it is reflected in a mirror. Another example is rotational symmetry. The structure returns when it is rotated. The symmetries can be combined to create more complex symmetries. For more than a century mathematicians are trying to create a periodic table of elements of all the possible symmetries called symmetry groups. The “classification theorem” of … Continue reading About the Hyperdiamond