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 Experience Space and not Time.

The Simple Rule N/N=1/1=1 balances the Duals of Space and Time. One Unit Step in Space is always Compensated by One Unit Step in Time.

Geometric Algebra has a strange relationship with Pascals Triangle. This Triangle, also called the Binomial Expansion, contains all the Possible Combinations of two Independent Variables. Our Universe is a Combination of Combinations exploring Every Possibility.

The last and perhaps most important Discovery in Mathematics called Bott Periodicity shows itself in Pascals Triangle.

Bott Periodicity proves that we live in a Cyclic Fractal Universe, the Wheel of Fortune, that is Rotating around the Void, the Empty Set. The Empty Set contains Every Thing that is Impossible in our Universe.

This blog is not a Scientific Article. I have tried to connect the Old Sciences and the New Sciences in my own Way.

It contains many links to Scientific Articles and even Courses in Geometric Algebra.

So if you want to Dig Deeper Nothing will Stop You.

About the One and the Dirac Delta Function

Every Thing was created out of  No Thing, the Empty Set, ɸ, the Void, the Tao. The Empty Set contains 0 objects.

The Empty Set is not Empty. It contains Infinite (∞) Possibilities that are Impossible.

Every impossibility has a probability of 0 but the sum of all possibilities (1/∞=0) is always 1. In the beginning ∞/∞ =1  or ∞x0=1.

This relationship is represented by the Dirac Delta Function. It is used to simulate a Point Source of Energy (a Spike, an Explosion) in Physics.

The Delta is reprented by the Symbol Δ, a Triangle. The Delta is called Dalet in the Phoenican and Hebrew Alphabet. Daleth is the number 4 and means Door.

The original symbol of the Delta/Daleth contains two lines with a 90 Degree Angle. Two orthogonal lines create a Square or Plane.

The Dirac Delta Function is defined as a Square  with an Area of 1,  a Width of 1/n and a Height of n where n->∞.

The Dirac Delta Function is a Line with an Area of 1.

In the Beginning a Huge Explosion took place that created the Universe.

The Dirac Delta Function δ (x) has interesting properties: δ (x) = δ (-x), δ (x) = δ (1/x). It has two Symmetries related to the Negative Numbers and the Rational Numbers.

When we move from 2D to 1D, the Number Line, the Delta Function becomes the Set of the Numbers N/N =1.

The Tetraktys of Pythagoras

The Monad (1) of the Tetraktys of Pythagoras, the Top of the Triangle, was created by Dividing the One (1) by Itself without Diminishing itself. The Monad (1/1=1)  is part of  the 1D Delta Function.

Creation is an Expansion of the 1/1 into the N/N, adding 1/1 all the time,  until ∞/∞ is reached. At that moment every Impossibility has been realized.

File:Dirac function approximation.gif
The Dirac Delta Pulse

 

To move Back to the Void and restore the Eternal Balance of  the One,  Dividing (Compression) has to be compensated by Multiplication (Expansion).

At the End of Time N/M and M/N have to find Balance in the N/N,  move Back to  1/1, Unite in the 0 and become The Void (ɸ) again.

About the Strange Behavior of Numbers

The big problem of the Numbers is that they sometimes behave very differently from what we Expect them to do.

This Strange Behavior happens when we try to Reverse what we are doing.

It looks like the Expansion of the Universe of Numbers is Easy but the Contraction creates many Obstacles.

It all starts with the Natural Numbers (1,2,3,).

When we Reverse an Addition (Subtract) and move over the Line of the Void Negative Numbers appear. Together with the Natural Numbers they are called the Integers.

The same happens when we Reverse a Division and the Fractions (the Rational Numbers) (1/3, 7/9) suddenly pop up.

An Integer N is a Rational Number divided by 1 (N/1).

The Integers are the Multiples of 1, the Fractions are its Parts.

Numbers behave even stranger when we want to Reverse a Repeating Repeating Addition (Irrational Numbers) and want to calculate a Rational Power (2**1/2).

The Complex Numbers (or Imaginary Numbers), based on the Square Root of -1 called i, are a combination of the Negative Numbers and the Irrational Numbers.

Irrational Numbers ( the Pythagorean Theorem), Fractions (a Piece of the Cake) and Negative Numbers (a Debt) are part of our Reality but the Strange Number i represents something we cannot Imagine.

About the Duality and the Expansion of Space

In the beginning the only One who was in existence was the 1.

When the One divide itself again the number -1, the Complement of 1, came into existence.

1 and -1 are voided in the No Thing, the Empty Set, 0:  -1 + 1 = 0.

The Two, the Duality, both started to Expand in Two Opposite Directions (<– and +->) both meeting in the  ∞/∞. This expansion is what we call Space.

Space is a Combination of the Strings S(1,1,1,1,1,…) and -S = (-1,-,1,-,1,-1,…) where S+S=(0,0,0,0,0,0,…).

The Expansion pattern of Space is a Recursive Function S: S(N)=S(N-1)+1 in which + means concatenate (or add) the String “,1”.

An Addition X + Y is a concatenation of S(X) and S(Y). A Substraction X-Y is a concatenation of S(X) and -S(Y). In the last case all the corresponding combinations of 1 and -1 are voided. (1,1,1,1)-(1,1,1)=(0,0,0,1)=(1).

Multiplication XxY is Adding String S(Y) every time a “1” of S(X ) is encountered: 111 x 11 = 11  11  11. Dividing X/Y is Subtracting S(X) every time a “1” of S(Y) is encountered:.111  111  1/111=11 1/111. In the last example a Fraction 1/111 appears.

This Number System is called the Unary Number System.

About the Trinity and the Compression of Space called Time

The Strange Behavior of Numbers is caused by the Limitations of our Memory System. We are unable to remember long strings that contain the same Number.

To make things easy for us we Divide Space into small Parts so we were able to Re-Member (Re-Combine the Parts).

When we want to Re-member, Move Back in Time, we have to Compress Expanding Space.

Compressed Space is Time.

Time and Space have a Reciprocal Relationship called Movement (Velocity = Space/Time).

There are  many ways ( (1,1,1), (1,1,1),..) or ((1,1),(1,1))) to Compress a String in Repeating Sub-Patterns.

In the blog About the Trinity I showed that the most Efficient Way to group the One’s is to make use of a Fractal Pattern (a Self Reference) and Groups of Three Ones.

The Trinity applied to the Trinity ( A Fractal) is a Rotating Binary Tree. Binary Trees represent the Choices we make in Life.

The rotating Expanding Binary Trees generate the Platonic Solids (see linked video!) when the (number)-parts of the Binary Tree Connect.

The Ternairy Number System is represented by the Binary Tree

When we connect Three Ones (1,1,1) by Three Lines (1-1,1-1,1-1) a 2 Dimensional Triangle Δ is Created.

If we take the Δ as a new Unity we are able to rewrite the patterns of 1’s and -1’s into a much Shorter Pattern of Δ’s and 1’s: (1,1,1),(1,1,1),(1,1,1), 1,1 becomes Δ,Δ,Δ,1,1.

We can repeat this approach when there is still a Trinity left: Δ,Δ,Δ,1,1 becomes ΔxΔ,1,1.

This Number System is called the Ternary Number System.

About Ratio’s and Magnitudes

According to EuclidA Ratio is a sort of relation in respect of size between two magnitudes of the same kind“.

A Magnitude is a Size: a property by which it can be compared as Larger or Smaller than other objects of the Same Kind. A Line has a Length, a Plane has an Area (Length x Width), a Solid a Volume (Length xWitdth x Height).

For the Greeks, the Numbers (Arithmoi) were the Positive Integers. The objects of Geometry: Points, Lines, Planes , were referred to as “Magnitudes” (Forms). They were not numbers, and had no numbers attached.

Ratio, was a Relationship between Forms and a Proportion was a relationship between the Part and the Whole (the Monad) of a Form.

Newton turned the Greek conception of Number completely on its head: “By Number we understand, not so much a Multitude of Unities, as the abstracted Ratio of any Quantity, to another Quantity of the same Kind, which we take for Unity”.

We now think of a Ratio as a Number obtained from other numbers by Division. A Proportion, for us, is a statement of equality between two “Ratio‐Numbers”.

This was not the thought pattern of the ancient Greeks. When Euclid states that the ratio of A to B is the same as the ratio of C to D, the letters A, B, C and D do not refer to numbers at all, but to segments or polygonal regions or some such magnitudes.

The Ratio of two geometric structures  was determinated  by fitting the Unit Parts of the first geometric Stucture into the Other.

The Perfect Triangle of the Tetraktys contains 9 = 3x3 Triangels. A Triangle contains 3 Lines and 3 Points.

An Example:  The Tetraktys is a Triangle (A Monad) and contains 9 Triangles (a Monad). The 1x1x1-Triangle Δ, a Part of the Tetraktys,  is Proportional to the Whole of the Tetraktys (T) and has a Ratio T/Δ = 3= Δ -> T = Δ (3)  x Δ (3) = 9.

The Mathematics of Euclid is not a Mathematics of Numbers, but a Mathematics of Forms.

The symbols, relationships and manipulations have Physical or Geometric Objects as their referents.

You cannot work on this Mathematics without Knowing (and Seeing) the Objects that you are Working with.

About Hermann Grassman, David Hestenes and the Moving Line called Vector

Hermann Grasmann lived between 1809 and and 1877 in Stettin (Germany). Grassmann was a genius and invented Geometric Algebra a 100 years before it was invented.

In his time the most important mathematicians did not understand what he was talking about although many of them copied parts of his ideas and created their own restricted version. None of them saw the whole Grassmann was seeing.

When he was convinced nobody would believe him he became a linguist. He wrote books on German grammar, collected folk songs, and learned Sanskrit. His dictionary and his translation of the Rigveda were recognized among philologists.

Grassmann took over the heritage of Euclid and added, Motion, something Euclid was aware of but could not handle properly.

angle between vectors in 2 dimentions
A Displacement or Bivector

Grassmann became aware of the fact your hand is moving when you draw a 2D Geometric Structure. He called the Moving Lines, that connect the Points, Displacements (“Strecke”).

screw theory 2
A Displacement and a Rotation of a Vector

In our current terminology we would call the Displacements “Vectors”.

blades

Vector algebra is simpler, but specific to Euclidean 3-space, while Geometric Algebra works in all dimensions. In this case Vectors become Bi/Tri or Multi-Vectors (Blades).

The Trick of Grassmann was that he could transform every transformation on any geometrical structure into a very simple Algebra. Multi-Dimensional Geometric Structures could be Added, Multiplied and Divided.

The Greek Theory of Ratio and Proportion is now incorporated in the properties of Scalar and Vector multiplication.

add-bivectors
Combining (Adding) Bivectors creates a Trivector

About a 100 years later David Hestenes improved the Theory of Grassmann by incorporating the Imaginary Numbers. In this way he united many until now highly disconnected fields of Mathematics that were created by the many mathematicians who copied parts of Grassmanns Heritage.

About Complex Numbers, Octions, Quaternions, Clifford Algebra and Rotations in Infinite Space

Grassmann did not pay much attention to the Complex Numbers until he heard of a young mathematician called William Kingdon Clifford (1845-1879).

Complex numbers are ,just like the Rationals (a/b), 2D-Numbers. A Complex number Z = a  + ib where  i**2=-1. Complex Numbers can be represented in Polar Coordinates: Z = R (cos(x) + i sin(x)) where R = SQRT(a**2 + b**2).  R is the Radius, the Distance to the Center (0,0).

When you have defined a 2D-complex Number it is easy to define a 4-D-Complex Number called a Quaternion:  Z = a + ib + jc + kd or a 8-D Complex Number called an Octonion.

William Rowan Hamilton, the inventor of the Quaternions, had big problems to find an interpretation of all the combinations i, j and k until he realized that i**2 =j**2 = k**2 = ijk=-1.

What Hamilton did not realize at that time was that he just like Grassmann had invented Vector Algebra and Geometric Algebra.

Quaternions are rotations in 4D-space

This all changed when William Kingdon Clifford united everything in his new Algebra.  Clifford’s algebra is composed of elements which are Combinations of Grassman’s Multivectors.

The Clifford Algebra that represents 3D Euclidean Geometry has 8 = 2**3 components instead of 3: 1 number (Point), 3 vectors (Length), 3 bivectors (Area) and 1 trivector (Volume).

It turns out if you use combinations of these elements to describe your geometric objects you can do the same things you did before (you still have 3 vector components).

In addition, you can have additional data in those other components that let you find distances and intersections (and a lot of other useful information) using simple and (computationally) cheap numerical operations.

The most important Insight of William Kingdom Clifford was that the Complex Numbers are not Numbers all.

They are Rotations in higher Dimensional Spaces.

About Pascal’s Triangle and Mount Meru

The String 1,3,3,1 of Clifford’s 3D Geometry is related to the 4th Level of Pascal’s Triangle. Level N of Pascal’s Triangle represents N-1-Dimensional Geometries.

The Sum of every level N of the Triangle is 2**N. This Number expresses the Number of Directions of the Geometric Structure of a Space with Dimension N.

A Point has 0 Direction, while a Line has 2 Directions, relative to its Center point, a Plane has 4 Directions, relative to its Center Point, and a Cube has 8 directions, relative to its Center point.

Mount Meru (Pascal's Triangle in Vedic Mathematics)

Pascal’s Triangle is also called the Binomial Expansion. This Expansion shows all the Combinations of two letters A and B in the function (A+B)**N. Level 1 of the Triangle is (A+B)**0 = 1  and level 2 is A x A + 2 A x B + B x B -> 1,2,1.

The Binomial Expansion converges to the Bell-Shaped Normal Distribution when N-> ∞.

The Diagonals of Pascal’s Triangle contain the Geometric Number Systems (Triangular Numbers, Pyramid Numbers, Pentatonal Numbers, ..) and the Golden Spiral of the Fibonacci Numbers.

Pascal’s Triangle is a Repository of all the Possible Magnitudes and their Components.

The Normal Distribution shows that the first level of the Triangle (the Tetraktys) is much more probable than the last levels.

The first four Levels of the Triangle of Pascal contain the Tetraktys of Pythagoras.

 

The Tetraktys  is an Ancient Vedic Mathematical Structure called the  Sri Yantra, Meru Prastara or Mount Meru.

About Numbers, Operations and the Klein Bottle

The Complex Numbers are not “Numbers” (Scalars) at all.

They are “Operations” (Movements) that can be applied to Magnitudes (Geometries) and Magnitudes are Combinations of the Simple Building Blocks of the Tetraktys, Points and Lines.

The Tao of Ancient China was not for nothing represented by a Flow of Water. According to the Ancient Chinese Mathematicians Every Thing Moves.  In the Beginning there was only Movement.

In the Beginning only the One was Moved but when the Duality was created the Two moved around each other never getting into contact to Avoid the Void.

When we look at the Numbers we now can see that they are the result of the Movements of  the first Diagonal of Pascals Triangle,  the 1’s (Points) or better the Powers of  the One: 1 **N (where N is a Dimension).

Even in the most simple Number System, the Unary Number System, Concatenation is an Operation, An Algorithm.

The Mathematician John Conway recently invented a new Number System called the Surreal Numbers that contains Every Number you can Imagine.

The Surreal Numbers are created out of the Void (ɸ)  by a simple Algorithm (Conway calls an Algorithm a Game) that describes Movements (Choices of Direction: Up, Down, Left, Right, ..)  that help you to Navigate in the N-Dimensional Number Space.

The Ancient Chinese Mathematicians played the same Game with the Numbers.

Algorithms were already known for a very long time by the Ancient Vedic Mathematicians. They called them Yantra’s.

SriYantra
Sri Yantra

Geometry is concerned with the Static Forms of Lines and Points but there are many other more “Curved” forms that are the result of  Rotating Expansion and Compression. These forms are researched by the modern version of Geometry called Topology.

The most interesting 4D Topological Structure is the Klein Bottle.  The Klein Bottle is  a combination of two Moebius Rings. It represents a Structure that is Closed in Itself.

It can be constructed by gluing both pairs of opposite edges of a Rectangle together giving one pair a Half-Twist. The Klein Bottle is highly related to the Ancient Art of Alchemy.

The movement of the Duality around the Void can be represented by a Moebius Ring the Symbol of Infinity ∞.

Later in this Blog we will see why the Number 8 is a Rotation of ∞ and the symbol of Number 8 is a combination of the symbol of the number 3 and its mirror.

First we will have a look at the Reciprocal Relation between Space and Time.

The Klein Bottle, The Universe Closed in Itself, the Basic Structure behind Alchemy.
The Klein Bottle, The Universe Closed in Itself, the Basic Structure behind Alchemy.

About Dewey B. Larson, Velocity and Time

Dewey B. Larson (1898 – 1990) was an American Engineer who developed the Reciprocal System of Physical Theory (RST).

Larson believed that the failure to recognize that Motion is the most basic physical constituent of the universe has handicapped the progress of the traditional study of physics, which focuses on Forces.

The definition of Motion stems from the Equation of Velocity, v = ds/dt.

Instead of depending upon the change of the location of an object to define an arbitrary “quantum” of space per “quantum” of time, such as miles per hour, or meters per second, the RST assumes that the observed universal passage, or progression, of time is one aspect of a universal motion that necessarily must be accompanied by a universal “passage,” or progression, of space.

The Units of Time fill up the Units of Space. Space and Time are Duals.

Space is not-Time and Time is not-Space. Time is Non-Local, Cyclic and represented by the Rotating Imaginary Numbers. Space is Local, Linear and Represented by the Scalar Numbers. Space is the Vacuum and the Nothing and Time is the non-vacuum, the Every Thing, the Solids represented by the Cube of Space.

The Cube of Space is the structure behind the Tetraktys but also behind the Book of Genesis.

Our Reality contains two Reciprocal 3D-structures related to Space and Time. Space and Time are related by the Simple Formula N/N=1/1=1, the Formula of Diracs Delta Function.

We are able to perceive the Real 3D-Structure of Space. The 3D-Structure of Time is Imaginary. It is situated in the Imaginary Number Space of i.

LarsonsScalarCube.jpg
Larson’s Cube, the Geometric Representation of the Octonion.

Larson, a Self Thought Genius like Grassmann, developed Geometric Algebra without knowing anything about Geometric Algebra but he also invented String Theory long before String Theory was invented.  The Mathematics of Larson is also the Mathematics of the Tetraktys of Pythagoras without even knowing anything about it.

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The Periodic System of Larson

Larson was able to Calculate all the important Physical Numbers without any problem and was also able to Calculate Chemical Structures and Reactions.

About the Bott Periodicity

The fourth line of Pascals Triangle and the Tetraktys contains 8 Directions in the Four Geometric Dimensions: 0, 1, 2, and 3.

Mathematicians are intrigued with this number 8, because they find it popping up unexpectedly in advanced mathematics.

In fact, expanding the Binomial Expansion to 8 dimensions just creates an inverse copy of these first Four Dimensions, and then the pattern just repeats itself with a half-twist and back from there, ad infinitum.

This is called Bott Periodicity discovered by the mathematician Raoul Bott (1923-2005).

The mathematician John Baez wrote an article in which he relates this 8-fold Periodicity to the Scalars (1), the Complex Numbers (2), the Quaternions (2×2), and the Octonions (2x2x2 = 2**3).

Bott Periodicity

The Universe of Numbers and Magnitudes  is Cyclic and Fractal.

Our own Reality, symbolized by the Tetraktys,  repeats itself in Higher Dimensions until Infinity.

The Tetrad, represents Completion, because it contains all its Previous Numbers, the 1, 2, 3, and itself, 4, in One Number, 10 = (The One) +  9 (= 3 (Trinity)x 3 (Trinity) = Tetraktys).

As you can see in the Picture above the Fractal Pattern of 8 contains two kinds of Trinities/Triangles, an Upside and a Downside (Rotated by 180 Degrees) Triangle. When you Rotate by 180 Degrees the 1 becomes -1 and 1 + -1 =0 is the Void.

The Square is a combination of two Triangels. It is represented by the Of Star of David, the Symbol of the Heart Chakra.
The Star of David, the Symbol of Human Center, the Heart Chakra.

The Multi Dimensional Rotations of the Octonions always Come Back to Square 1/1=1, the One and keep Rotating around the Center, the Nothing,   Until Infinity.

LINKS

About the Tetraktys (1)

About the Tetraktys (2)

About Triangular Numbers and Pascal’s Triangle

About the Empty Set

About the Relationship Between Geometry and Music

About the Trinity

About the Game of the Surreal Numbers

About Larson and the Unification of Mathematics

The Collected Works of Dewey B Larson

About Number and Magnitude

About Ratio and Proportion

About Ratio and Proportion by Euclid

A book of Augustus deMorgan about “The Connection between Number and Magnitude”

The text of the Fifth Book of Euclid

An Educational You Tube Channel called Insights in Mathematics

About the History of Geometric Algebra

About the Sri Yantra

About Geometric Algebra

Free Software to use Geometric Algebra

About Clifford Algebra

About Yantra’s

About Movement

About Topology

About the Digital Root Patterns

About the Heart Chakra

A Video that shows how the Platonic Solids are created out of the Trinity Numbers

All you want to know about Geometric Patterns

About the History of Western Medicine

Seven Acts of Mercy
The Seven Acts of Mercy

At the end of the Middle Ages the Merchants of the Big Cities took over the Power of the Church of Rome. The income of the Church went down dramatically. The amount of poor (and sick) people moving to the Big Cities increased and the Costs of the Free of Charge Hospitals went up.

At the Council of Trent (1545) the Church of Rome decided that the Cities would take over the responsibility and the payment for the Hospitals. From that time on the Hospitals were run by the Merchants as a Commercial Company. The Seven Acts of Mercy lost their meaning. The only thing that counted was making Profit.

The Council of Trent
The Council of Trent

The managers of the Hospitals made a distinction between paying and poor non-paying patients. The patients with an income  had to pay for their food and everything else that was needed. The sick poor people were put into Almshouses who were paid out of the charity of the Rich.

At that time the Guilds became a very important power in the Cities. They regulated just like the Unions today almost everything to avoid competition and took care of the Healthcare and Education of their members.

medievalhospital2

The Hospitals even made money with the Sale of the Dead body of a poor person to an Anatomical Theatre. The Theatre was used for Entertainment and the Education of the Guild of Surgeons.

anatomical lesson

The Rich People were treated in their Own Houses by the Doctores Medicinae, educated at the University. The Doctores used a Medical Theory that was based on Analogy (the Four Humors ). This system looks a lot like the Ancient Practice of Chinese Medicine. The System of the Four Humors was based on Four Personality Types. At that time it was believed that the Mind, the Spirit, was more important than the Body.

The patients were mostly treated with herbs that carried the “signature” of the Disease (Homeopathy).  The “dirty” work was done by Barbers (Bloodletting) and Surgeons who were part of the Guild System. The Bloodletting Points have a lot in common with the Acupuncture Points of Chinese Medicine.

The System of the Four Humors was abondoned by the Medical Profession at the End of the 19th century but is still used in Psychology (Archetypes of Jung, Interpersonal Theory, Big Five).

The BloodLetting Points
The BloodLetting Points

In the 19th Century in the Middle of the Industrial Revolution the Quality of the Medical System was at its deepest point in History.

The Factories took over the work of the Guilds who until that time took care of the Healthcare of their members. In the Big Cities the Owners of the Factories took over control. Some of them started to create Healtcare Facilities for their own Factory Workers.

Many people moved to the big cities to find work and failed to do this. The hygiene in the Cities with its open sewers was very low.  Epidemic after epidemic hit the highly vulnarable poor population of the cities.

The Symbol of the Daughter of Charity, the Heart Chakra
The Symbol of the Confrerie de Charité, the Immaculate Heart of Mary, the Heart Chakra.

The innovation of the Health System began in France. In 1617 Vincent de Paul started the Confrerie de Charité. The Daugthers of Charity were rich unmarried women who devoted their lifes to the care of poor and sick people.

In 1633 the first nursing school was started by Louise Legas-de Marillac. In 1836 Theodor Fliedner in Germany together with Elisabeth Fry in England founded a comparable institute of young women of the Protestant Faith called the Deaconesses.

From that time on the Catholic and Protestant Nurses started to reorganize the Medical System. Hundreds of new Hospitals were created in Europe, Asia and the United States.

soers vincent paul
Vincent de Paul and the Daugthers of Charity

In the first half of the 20th century, medicine was completely revolutionized with the explosion of the use of medical technology.

Some of the medical technologies invented in this period were the thermometer, the stethoscope, the microscope, the ophthalmoscope, the laryngoscope, and the x-ray. With these medical devices, doctors were able to Sense parts of the patient’s body such as lungs, and hearts. In the beginning the specialists created their own diagnostic centres with their big tools in the center.

x-ray

Physicians in early 19th century mostly practiced General Medicine including Mental Diseases. At that time the Church was still the most important factor in the Cure of Mental Diseases.

In England at the beginning of the nineteenth century there were, a few thousand ‘lunatics‘ housed in a variety of disparate institutions. After the Creation of the Psychiatric Specialism by 1900 that figure had grown to about 100,000.

When a Specialism is created it creates its own diseases and of course its own patients. The Health Care Industy generates its own Market.

Because of medical technology the  development of specialities occured at a very fast rate. In 1930s, 1 out of every 4 doctors was a medical specialist. By 1980, 4 out of 5 doctors were specialists. The extreme specialization of the Physicians created a highly fragmented view on the Human Body and the Human Mind.

At this moment every small part of the Human is analyzed and treated but the effects of the treatment on the other parts is often not known. This  generates Side-Effects which create knew diseases which create new diseases.

apothecary

In the late 19th and early 20th centuries apothecaries started to produce their own drugs in small factories. Later these small factories where joined into one big Chemical Plant. One of the most powerfull conglomerates in the Health Care Industry,  IG Farben ,was created in 1926 in Germany.

At this moment the Pharmaceutical Industry is the most important Power in the Medical Ecology. It influences governments, customers and physicians in their decisions to diagnose and cure a disease. To sell their drug the companies create and promote new diseases.

The main effect of this development is that a huge part of the treatment of patients is based on “chemical warfare” against sometimes artificial created enemies.

Pavillion Hospital
Pavillion Hospital

Until the end of the 19th Century Hospitals looked like Churches. The main function of the Hospitals was to Take Care of the Sick, the task of the Sisters of Charity, the Nurses. The Physicians did not play an important role. At the end of the 19th Century the Medical Profession was not highly valued.

When the Specialized Diagnostic Centres were created the Hospitals changed into a Pavillion. The Patients were moved from Center to Center. At that time the Medical Specialists took over the power in the Hospital. It was also the moment when the System of the Sisters of Charity started to dissolve. Taking Care became a Profession instead of a vocation although many Nurses are still “called” to their profession.

In the last step the Diagnostic, Operational and Care centres of the hospital were fused into one Big Highly Specialized Integrated Building.

What is Happening?

Many people are highly dissatisfied with the Current Medical System. They know that the Fragmented Technological  Approach will not solve the problems of their Whole Body and Mind. A huge amount of money is spend at so called Alternative Medicine. This field is just like the Current Medical System highly fragmented and the quality of the practioners is not clear.

What we need is a new approach in which the Reactive Fragmented World of Western Technology and the Preventive Eastern Word of Wholeness are United.

What is Going to Happen?

Medical Technology will  take over Medicine just like Technology will taken over every other Profession.

It will not take long until an Intelligent Diagnostic System will be much Smarter than every Specialist on Earth.

It will not take long until there are portable Sensors that are able to Measure everything that is happening in Your Body.

It will not take long until the Diagnostic System will send you the Medicine (or an Advise) you need long before you even think about going to the Doctor.

A complementary approach to the Western Reactive mostly “Chemical approach is the Eastern Preventive approach.

In this case the Electro Magnetic (Chi) Field of the Body will play an important role. The E/M Field of your Body is the most sensitive system. It can easily be used to balance all the other Systems.

Of course we have to integrate Body (Medicine) and Mind (Psychology) in our Preventive Approach.  The State of Mind of a Person is one of the most important causes of a disease.

It will not take a long time until the Sensors will be able to detect a fatal State of Stress in your Body caused by your Mind.

It will not take long until the People with an Intuitive Medical Talent, the Healers, will become more important than Highly Advanced Diagnostic Tools.

It will not take long before the Preventive Approach will completely take over the Reactive Approach.

If this happens we don’t need the Healthcare System anymore.

What will Happen with the Hospital?

At this moment big investments are made in huge Hospitals. If the Future develops the way it goes these Big Buildings will not be needed anymore.

Treatment and Care will take place in your own House just as happened with the Rich People in the Past.

The only question is.

Will there be enough Caretakers (Nurses?)  to Take Care of you or will the Robots take over their task?

Perhaps we have to revive the Daughters (and Sons?) of Charity!

LINKS

Why Stress is the cause of many diseases

About the Calvinistic Work Ethic

About Smart Sensor Systems

About Acupuncture and the E/M-Field

About the History of Psychiatry

About the Four Personality Types

About Vocation

About the Industrial Revolution

About the History of IG Farben

Catching the Light: About Steiner, Goethe and The Placebo Effect

When I was working at ABN-bank I was doing a project to reorganize the Archives of the bank. One of my colleagues was heavily inspired by the work of Rudolph Steiner. He was very busy to create a new type of bank based on his ideas (now The Triodos-Bank). 

 

At the same time I met people that were practicing his ideas in the process of automation and organizational change processes. I loved what they were doing so I started to read his Books. 

 

Steiner came back in my life when I wanted to know more about Colors. I bought the Color Theory of Goethe and I found out that Goethe was the person that inspired Steiner the most. 

 

Goethe and Steiner became a force of Inspiration for Me and my Wife. She started to do Art-courses and I saw that she loved it. She even considered to become an Art-Therapist. We visited the Goetheaneum in Dornach (Zwitserland). We found an Antroposophic general practitioner. She uses Homeopathic medicine. I practiced Eurhythmics and lately I got a treatment to strengthen my “boundaries” where they use the Essential Oil of Flowers.

 

Arthur Zajonc is a well known Professor of Physics. He is also inspired by Rudolph Steiner and Goethe. Many people think the ideas of Steiner are weird and non-scientific but as you see even a professor of Physics knows that what he is saying to the world is of tremendous value. 

 

Arthur Zajonc wrote a beautifull book called “Catching The Light”. The book tries to explain Light.  It uses two perspectives. The perspective of Physics and the perspective of Steiner.

 

Zajonc shows that Science and Spirituality are basically telling the same story. Mind, Spirit and Soul are seeing the same thing but use different words to describe the same phenomenon.

 

 The most interesting part of the book is about the Imagination. Experiments show that we don’t see with our eyes. We see the world through our Imagination. 

 

Experiments in Physics show also that our Imagination (Our Creative Power) is controlling the Material world. Matter (Photons) is doing what the Imagination wants them it to do. We Get what we See.

 

Many people don’t understand the impact of this. They Think we are controlled by an outside Force (Fate) and they don’t realize that everything they are encountering in Life is created by Themselves. They don’t want to see that the Outside World is reflecting their personal creative process. If things go wrong they don’t realize that they want them to go wrong.

 

How can we make things go right? It’s simple. Imagine they are going right. Think positive.

Do you know why Medicine is working? 

Because we Believe its Working. 

I Love the Placebo effect!