Myebook - THE METHAMATEMATICS
THE METHAMATEMATICS
THE METHAMATEMATICS is a research that shows the relation between mathematics and physics
Author: VioDumitruSpanu
Added: 18 Jul, 2010
Last updated: 18 Jul, 2010
Category: Education
No. of pages: 14
Views: 142
No. of ratings: 0
Favourited: 0
Tags: mathematics, physics, universe, relation, methamatematics, equations, equations with both solutions with physical significance, mathematical equations, the mathematics reality
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sâmbătă, 4 septembrie 2010
miercuri, 4 august 2010
Myebook - Poems about Time and Love and Life
Myebook - Poems about Time and Love and Life
Poems about Time and Love and Life
Poems about time and love . The mistery of time travel through a 3-dimensional time of a variety of spacetime and time dilatation . What about some journeys through some varieties of spacetime with a n-dimensional time component ?
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Arts and Literature
No. of pages: 38
Views: 0
No. of ratings: 0
Favourited: 0
Tags: : poems; love ; time ; time travel ; journey ; journey through time ; spacetime ; vectorial spaces ; some kind of vectorial spaces ; variety of spacetime ; variety of vectorial spaces ; simultaneously
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Poems about Time and Love and Life
Poems about time and love . The mistery of time travel through a 3-dimensional time of a variety of spacetime and time dilatation . What about some journeys through some varieties of spacetime with a n-dimensional time component ?
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Arts and Literature
No. of pages: 38
Views: 0
No. of ratings: 0
Favourited: 0
Tags: : poems; love ; time ; time travel ; journey ; journey through time ; spacetime ; vectorial spaces ; some kind of vectorial spaces ; variety of spacetime ; variety of vectorial spaces ; simultaneously
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marți, 3 august 2010
Myebook - My first conjecture
Myebook - My first conjecture
http://www.myebook.com/index.php?option=ebook&id=43725
My first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians ( I am apologizing not to mention all of them ) to try to prove this conjecture . Published by Spanu Dumitru Viorel at 2008, Iuly 24 .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 8
Views: 140
No. of ratings: 1
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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http://www.myebook.com/index.php?option=ebook&id=43725
My first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians ( I am apologizing not to mention all of them ) to try to prove this conjecture . Published by Spanu Dumitru Viorel at 2008, Iuly 24 .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 8
Views: 140
No. of ratings: 1
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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miercuri, 21 iulie 2010
Myebook - My first conjecture
Myebook - My first conjecture
My first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians ( I am apologizing not to mention all of them ) to try to prove this conjecture . Published by Spanu Dumitru Viorel at 2008, Iuly 24 .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 8
Views: 0
No. of ratings: 0
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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My first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians ( I am apologizing not to mention all of them ) to try to prove this conjecture . Published by Spanu Dumitru Viorel at 2008, Iuly 24 .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 8
Views: 0
No. of ratings: 0
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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joi, 15 iulie 2010
O Remambrance
O Remambrance
Do dia as rupturas da luz completamente.
Das noites os sonhos vêm.
A grama cresce e há uns sussurros.
Há nuvens fainty.
Se os outro don a confiança do `t você - Há povos.
Ele `s melhor para deixar as feridas não curado
De encontro a algum senso comum. Há as portas que ninguém é alto os fechar
. Ninguém tem que deixá-los selou.
Lá, onde tudo é impossível
O remambrance transforma-se necessidade.
O deus abençoa-o, onde nunca você está.
Meu email é: spanuviorel@yahoo.com
Do dia as rupturas da luz completamente.
Das noites os sonhos vêm.
A grama cresce e há uns sussurros.
Há nuvens fainty.
Se os outro don a confiança do `t você - Há povos.
Ele `s melhor para deixar as feridas não curado
De encontro a algum senso comum. Há as portas que ninguém é alto os fechar
. Ninguém tem que deixá-los selou.
Lá, onde tudo é impossível
O remambrance transforma-se necessidade.
O deus abençoa-o, onde nunca você está.
Meu email é: spanuviorel@yahoo.com
luni, 12 iulie 2010
Myebook - Spanu Dumitru Viorel Revision SpaceTime Discontinued Postulates and a Proposition a Physics Essay
Myebook - Spanu Dumitru Viorel Revision SpaceTime Discontinued Postulates and a Proposition a Physics Essay
Spanu Dumitru Viorel Revision SpaceTime Discontinued Postulates and a Proposition a Physics Essay
This ebook “Space Time Discontinued Postulates and a Proposition a Physics Essay Dissertation Correction . New Argument “ is an ebook about the discontinuities of any kind that appears in THE GENERAL THEORY OF RELATIVITY . The spacetime continuum of The theory of special relativity is not a spacetime continuum . My First Conjecture in its geometrical formulation shows that in the Theory of General Relativity of the great genius Albert Einstein , the “ circles “ from the surface of any n dimensional hypersphere are interrupted . The quadridimensional spacetime entity of the great genius Albert Einstein is not a continuum of any kind . I am sure that if computers would had existed in his time , the genius Albert Einstein would had discovered himself that the “ circles “ on the surface of any n dimensional hypersphere are interrupted . This ebook was written by Spanu Dumitru Viorel .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 34
Views: 0
No. of ratings: 1
Favourited: 0
Tags: space;time ; spacetime ; continuum ; discontinuum ; the theory of special relativity ; the theory of general relativity ;
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Spanu Dumitru Viorel Revision SpaceTime Discontinued Postulates and a Proposition a Physics Essay
This ebook “Space Time Discontinued Postulates and a Proposition a Physics Essay Dissertation Correction . New Argument “ is an ebook about the discontinuities of any kind that appears in THE GENERAL THEORY OF RELATIVITY . The spacetime continuum of The theory of special relativity is not a spacetime continuum . My First Conjecture in its geometrical formulation shows that in the Theory of General Relativity of the great genius Albert Einstein , the “ circles “ from the surface of any n dimensional hypersphere are interrupted . The quadridimensional spacetime entity of the great genius Albert Einstein is not a continuum of any kind . I am sure that if computers would had existed in his time , the genius Albert Einstein would had discovered himself that the “ circles “ on the surface of any n dimensional hypersphere are interrupted . This ebook was written by Spanu Dumitru Viorel .
Author: VioDumitruSpanu
Added: 12 Jul, 2010
Last updated: 12 Jul, 2010
Category: Education
No. of pages: 34
Views: 0
No. of ratings: 1
Favourited: 0
Tags: space;time ; spacetime ; continuum ; discontinuum ; the theory of special relativity ; the theory of general relativity ;
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marți, 6 iulie 2010
Myebook - The first conjecture
Myebook - The first conjecture
The first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians . ( I am apologizing not to mention all of them ) to try to prove this conjecture . Publicat de Spanu la 2008, Iulie 24
Author: VioDumitruSpanu
Added: 27 Apr, 2010
Last updated: 27 Apr, 2010
Category: Education
No. of pages: 8
Views: 827
No. of ratings: 1
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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The first conjecture
My first conjecture , published on 24 July 2008 is still unproven . I kindly invite the very great mathematicians Gerd Faltings , Grigori Perelman , Terence Tao , Alain Connes , Alan Baker, Andrew Wiles and others great mathematicians . ( I am apologizing not to mention all of them ) to try to prove this conjecture . Publicat de Spanu la 2008, Iulie 24
Author: VioDumitruSpanu
Added: 27 Apr, 2010
Last updated: 27 Apr, 2010
Category: Education
No. of pages: 8
Views: 827
No. of ratings: 1
Favourited: 0
Tags: conjecture;numbers;primes;prime numbers;hypervolume;hypercube;mathematicians;unsolved problems;the hypervolume of the simmetric bodies from highly dimensional euclidian spaces
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