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Greetings ... in the Alchemical Mercury day of Balance ... the day of the Divine Mathematics ...
And those who hide ... the Truth ... including the Truth in Mathematics ... have consolidated their success ... hiding that Truth.
Please consider for a moment ... The Edenic days ... the days of Perfect Alignment ... when in Atlantis was able to use Nature (or God in Nature) to have the Maximal Joy ... This was 13,000 years ago ...
Without to enter in Drama ... we reach the Zenith in Science in such days ... as well in Spirituality ... which is the other side of Wisdom coin.
... Now after Atlantis ... the Island fall below the Ocean ... Egypt become the Center of the Survivors and reach also Heights in Wisdom ... with Thoth that then become or prefer to be called "Hermes" (See "Saint Germain on Alchemy" Third Edition or coming New Edition).
Now ... "only" 2300 years ago ... A Sacred Man called Pythagoras ... who born in Samos ... move to Mount Carmel and then to Egypt where he remain for many years ... 25 of these years ... inside a Temple or School Old Style ... like the Temple of Isis (Isis=Mother Mary) ... and inside that school, Pythagoras learn the "Divine Mathematics" ... the very concept of Number ...
Euclid ... Archimedes and other Wise persons ... learn and continue that Job ... Plato used a Book "about" ... because Pythagoras was "Hermetic" like Hermes ... He do not write ... just talk to his students.
Of Course there are people that know this Sacred Mathematics or Divine ... but remain hidden and secret.
Now ... is the time to ... "Talk" and "unveil" such Math ... We have not yet discovered in full ... because we are a thermometer of what will be ...
Johannes Kepler ... in Astronomy ... Johann Sebastian Bach ... in Music ... and Italian Architects ... that include in Churches or Painters like Leonardo produce ... examples of "The Divine Art" ... they know ... "The Divine Mathematics".
In more modern days we can talk about Felix Klein ...
Felix Kline worked in the University of Göttingen ... where one of the first figures was Karl Gauss ...
One of the first figures ... Niels Abel meet in Germany was him ... Gauss ... with a complete proof that Polynomial with degree higher than 4 (from 5 ... called the Quintic) cannot be solved by Radicals.
Gauss do not read such proof. I explain this fact, yesterday.
The Gauss story was at the end of the Century 17 ...
Also Gauss was a Genius ...in his days ...
In fact, there are a Story that Gauss was 10 years old ... and the teacher show on the Blackboard ... the sum ...
### 1+2+3+ ... +100 ...
And the teacher was to Gauss ... What is the sum? ... Gauss add the first and the last ... So, 1+100 ... + ... 2+99 ... + 3+98 ... and this give us:
100+1=101 x 100/2 = 5050
The formula Gauss gave at the age of 10 ... is the formula for Triangle numbers.
Now ... Another Mathematician important is Heirich Weber ... who worked with Riemann ... and Riemann Hypothesis is one of the most famous problems, unsolved today ... The Word "Unsolved" is related to United States ... and there are Business behind.
Klein followed Abel research like Weber ... on Elliptical Functions.
Pi ... like an Irrational capture the Mind of millions of Mathematics across centuries ... No one Mathematician or very few will declare Pi can be Rational in some Universe or World ... or Dimension.
All will accept Pi is Irrational ... and this problem is related to ... The Squaring of the Circle that lead us to Egypt and the Construction of the Pyramids.
Edmund Landau in his ... "Einführung in die Differentialrechnung und Integralrechnung" ... or simply ... "Differential and Integral Calculus" ... offer innovative proof about "Pi" ... it is dramatical rigorous ... with another flavor ...
Elementary Functions are introduced thru ... Series ... including Square Root is included like a Serie ... etc.
The British approach from Hardy ... "A Course on Pure Mathematics" is more geometric ...
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Ramanujan do not go to Göttingen ... but to Cambridge ... the same place move Landau Edmund ... and both die some years later. In fact, Landau born the same year that Godfrey Hardy ... and die before ... and Ramanujan was only 10 years before Hardy.
From some perceptive Hardy learn from Ramanujan ... again ... not in the School of Göttingen ... Ramanujan intent like Abel to re-propose the Divine Math.
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We consider ... between Pythagoras and Modern Mathematics ... the efforts of Klein ... who created the Erlangen program ... which according to Our recent Words ... are a sophistication ... may be to learn Curves ... but of course we hope you know the Euclid Elements ...
Important is ... or are ...
We at Future Technologies ... do not yet open for Public Lessons ... are more close to Pythagoras School than Gottingen University ...
However ... Weber Books remain fundamental for High School ... because him like Klein (or with Riemann) worked on Books to unveil Physics and Geometry ... Mathematics with Groups ... the same invented by Galois and to give to Polynomial another sense ... A sense British-Canadian King of Space ... Coxeter intent to re-establish one more time.
Thanks,
Giovanni A. Orlando. |