Home #1 Mathematics One day with the ingenuity of Three Genius in Mathematics: Galois, Abel and Ramanujan ... by Dr. Giovanni A. Orlando
One day with the ingenuity of Three Genius in Mathematics: Galois, Abel and Ramanujan ... by Dr. Giovanni A. Orlando PDF Print E-mail
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Tuesday, 10 January 2017 00:00

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Greetings in the Pink day of the Love of God ... the day of Koot Hoomi, the day of Pythagoras ...

     Now, I want to dedicate this day to ... a particular subject ... and is

The Akash and its records ...

     I participate last Sunday (8, day of Mastery) ... to a Wonderful Lesson related to Akash ...

     I got the Joy in 2007 to read three of my records ... Each record is a Past Life ... I will tell you nothing that all is in Color ... You re-vive your Life, specific sacred moments ... and is wonderful sensation ... You really feel the Universe and feel to belong to ... Amazing.

     After my return to Italy, I Giovanni discover many others ... without to read the Akash ... one day I will see all ... but the attraction to "Past Lives" is not a Good Symptom ... for a Tree of Life Walker ... because the Past is in the Root ... Europe and all Sacred Europeans still are cycling in the Past ... in their Pasts ... the innumerable Wars ... and the Euro (Currency) and the CEE (Community of European Countries) ... represent the Future ... EU means "Good" in Greek. Do you study Greek? ...

     Greece ... a Love for me ... Italy ... I never suppose to be an Italian Designer .... born in Italy of course ... Many will not believe ... I cannot prove that my Love for Pizza and Mozzarella ... but ... may be someday ... after all is Past ... Germany, Austria ... England ... France ... and much more.

     Breaking these ideas ... I want you read about and Study ... I want to talk about Three Great Minds ... which I suppose are still around.

     Elohim Mer one of my Cosmic Mentors ... The Master in Person is another ... Saint Germain is another ... Mother Mary is another ... Lord Koot Hoomi is another ... Serapis Bey ... the Phidias (490–430 BC) of the Parthenon ... he was also Leonidas ... What is the problem to be King (Leonidas) and Geometer (Philosopher)? ... not at all ... Common in Greece ... Look how many names have Phi ... from Phidias ... Phi-lo-so-hy ... Phy-si-cs ... (A trick ?) ... No A Solution.

     Elohim Mer say ... A Mathematician was also a Mathematician (in another Life).

     Now ... Our Mathematicians here are:

  • Niels H. Abel (1802-1829) ... 29-2=27.
  • Evariste Galois (1811-1832) ... 32-11=21.
  • Srinivasa Ramanujan (1887-1920) ... 1887-1920=33.

  Like Godfrey Harold Hardy comment ... (he includes also Riemann, 40) ... these three numbers are all multiples of 3 ... 9x3, 7x3, 11x3.

  The Highest tone is 33 ... the number of the Master (his age).

   Let us take a look:

Evariste Galois

There are many books written about his Life and Mathematics ... but ... his ideas has not yet been completely developed.

Curious, as explained by Laura Rigatelli is the fact that the Academy of Science of Paris ... lose TWO TIMES his Manuscript and only until Liouville publish it ... he begin to got attention.

What he did? ... He give a Path to solve any Polynomial ... considering that each Polynomial has a Group. This "Group" has properties and find the Group of a Polynomial is quite interesting as well fascinating.

We cannot but ... name two great Italian Mathematician ... related to Polynomials. One is Ruffini and another is Malfatti (Malfatti in Italian means "Bad Facts", but you please ... be a Good Boy or a Good Girl ... a simple Proposition ... not necessarily mathematics).

In fact, Ruffini did well ... he lived in Bologna and Malfatti was the great Mathematician ... a Good one that find the "Resolvent" of the Quintic.

May be you know ... May be you don't know ... but only Polynomials until the degree four can be solved by radicals ... and this were never proved ... until a Norwegian ...

Niels Heinrich Abel ... prove it.

 Abel born in a small village in Norway ... He was really great ... and while worked in the same concepts Galois did ... he prove with effectiveness that any Polynomial which degree is >=5 ... cannot be solved by Radicals.

For a Proof you can read the Book ...

Lovers of (Mechanical Mathematics, in use, Quantum is more easy ...) can read also ...

There are various Editions of this Book ... The 3-in One Volume ... at page 754 we can read ... comments from Professor Kline about both ... Mathematicians.

Professor Kline explains that Abel proof is not extremely direct ... and he miss some details ... which are not important ... He also inaugurate concepts related to "Divergent Series".

And Godfrey Harold Hardy ... wrote a Special book about "Divergent Series" ... I have from my early years ...

It is sad to say that Number Theory is not formally explained in many European Universities ... Now, How the Universal Musical Pythagorean Math ... like his Sacred Mathematics is ... can be learn ? ... Impossible!

May be those who choose to avoid the teaching of Number Theory ... in some cases also Geometry wants a Society of Robots or Automata ... pressing buttons on to Watch Movies and leave their Mind on the Dark Side of the Veil ... but is an Illusion ... valid only in 3D ... 4D approaching ... 5D ... Unconditional Love ... awaits.

And Hardy ... The Author of "Divergent Series" and "An Introduction to Number Theory" ... an Authority of Mathematics ... welcome ...

Srinivasa Ramanujan

And Abel say:

"Divergent series are in general something fatal, and it is a disgrace to base any proof on them."

Now ... Ramanujan begin to work on Prime Distribution, Magic Squares ... and Series.

G. H. Hardy talk about Ramanujan method on his book, "Divergent Series" at page 327.

(Now, I pay this book "only"  182 Bs around the year 1982. I, Giovanni like Ramanujan purchase all Landau (Edmund) books as well all Hardy books - by that date 1$ = 4.3 Bs ... and therefore I pay the book about $ 42.00 in my days. It has been re-printed by AMS. Today, Bs 182 are a non-existant because the Currency is Obsolete awaiting for serious and responsible rulers. Today, US$ 42 will be BSF (Fuerte) 27,258. Mere Illusion to have Communism in Rich countries ...)

Ramanujan born in India and following an advice of both an Indian and then a British wrote a letter to G.H. Hardy ... (1877-1947) ~ 70.

He was received in England by Hardy and Littlewood and its geniality was necessarily be aligned to ... Earthly England ... just to say Rational. 

While, I use the adjective "Rational" this suppose Ramanujan was not ... but indeed ... Ramanujan was Rational like is the Universe ... without the need of Irrational Numbers and Cambridge was "Irrational" ... but ... "in Time" ... an alignment happened there between England Minds and Ramanujan ... and also many alignments will happens accordingly ... in the years to come ... in all the World.

  Interesting is the Ramanujan Constant ... which is a Transcendental (not algebraic and therefore no root of any Polynomial) ... You know there are many numbers ...

  It was presented like Integer by Devlin in his book ...

  This number also appears on a Book about Galois ...

Ramanujan also works on Continued Fractions ... (See Hardy, An Introduction and Berndt, Bruce C., Ramanujan Notebook, Part V) ...

They three with Kepler and Riemann and Klein ... establish a new idea to work and to live in Harmony ... which is and will be very Pythagorean.

I, Giovanni am extremely happy to ... return to work with these Minds ... not too different from mine ... and I first than any other book ... in Science ... will release Volume 1 in High Physics ... which Secondary Actors are ...

where all ... Hardy, Klein and Hilbert are included ... but of course and this is the beauty ... also Abel (11), Galois (13) and Ramanujan (21) ... between 36 Minds ... we call Secondary ... where 55 are Main Actors in a Book of Physics ... Well, High Physics.

55? ... a Number in the Golden Sequence ... 36? ... a square and a triangular number ...

In the day of Pythagoras ... 10 (The number of the Tetraktys) ... which is Triangular ... 1+2+3+4=10 (4x5/2=10 ... n x (n+1)/2)

  Just one Word ... Be!

Thanks,

Dr. Giovanni A. Orlando.

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Last Updated on Tuesday, 10 January 2017 16:26