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Math ++ | Extraordinary Mathematics

Welcome to MathPlusPlus, the Extraordinary Mathematics! In this small piece of the forgotten cyber, I am writing my explorations in Mathematics, I had spend all of my time, all of my life and all of my pleasure to find what I found, I am doing my researches alone, I do not belong to any institute or research-center or to any University... could somebody help me to publish it !! thanks for visiting me.

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Math ++ | Extraordinary Mathematics | mathplusplus.com Reviews
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Welcome to MathPlusPlus, the Extraordinary Mathematics! In this small piece of the forgotten cyber, I am writing my explorations in Mathematics, I had spend all of my time, all of my life and all of my pleasure to find what I found, I am doing my researches alone, I do not belong to any institute or research-center or to any University... could somebody help me to publish it !! thanks for visiting me.
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1 Extraordinary Mathematics
2 Riccarti
3 Riccati equation
4 Mathematics
5 Extraordinary
6 Third-degree equation
7 algebraic
8 Fourth-degree equation
9 Twisting curves equations
10 Prime-Numbers Conjecture
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Math ++ | Extraordinary Mathematics | mathplusplus.com Reviews

https://mathplusplus.com

Welcome to MathPlusPlus, the Extraordinary Mathematics! In this small piece of the forgotten cyber, I am writing my explorations in Mathematics, I had spend all of my time, all of my life and all of my pleasure to find what I found, I am doing my researches alone, I do not belong to any institute or research-center or to any University... could somebody help me to publish it !! thanks for visiting me.

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1

du tordage des courbes

http://www.mathplusplus.com/mathplusplus-twisting-curves-equations.html

Du tordage des courbes. Nouvelles astuces géométrie analytique. On prend la surface. Dans l`espace cartésien Oxyz ,. Voir le figure 1. Portant une courbe :. On imagine maintenant qu`on a tordu. Qui est absolument mou. Sur cette surface de. S`applique sur Oy ,puis on fait. L`élévation verticale de cette courbe tordue sur le plan oxy ,. Alors quelle est l`équation cartésienne de la nouvelle courbe obtenue au oxy? Soit M un point de la surface précédente , dont. Les cordonnées Cartésiennes sont (x,y) par.

2

D 4

http://www.mathplusplus.com/mathplusplus-fourth-degree-equation.html

Nouvelle méthode pour résoudre l`équation. S`agit de résoudre l`équation du 4ème degré. Cela sans l`annulation préalable du coefficient de. Essayons de la mettre sous la forme suivante :. En développant cette équation on obtient :. On doit donc résoudre le system suivant :. L`équation (1) donne directement :. Remplaçons ça dans (3) et nous obtenons :. Remplaçons ça dans (2) et nous obtenons :. Mais l`équation (2) impose :. Nous en déduisons la résultat suivante :. Les coefficients de l`équation :. La rés...

3

Presenter:en recevant

http://www.mathplusplus.com/mathplusplus-prime-numbers.html

Soit la suite des nombres premiers :. Alors les nombres suivants :. Sa preuve est simple ).

4

riccati bessel

http://www.mathplusplus.com/mathplusplus-riccati-equation.html

La résolution de l`équation réduite de. En fonction des fonctions de. Se rend a l`équation de Bessel,et vice versa ;Donc on pourra. D`une part résoudre l`équation réduite de Riccati en fonction. Des fonctions de Bessel,et d`autre part,on pourra résoudre. L`équation de Besse sans utiliser les fonctions de Bessel. Dans un nombre infini des cas particuliers. On s`intéresse a l`équation réduit de Riccati :. Qui se rend à la forme bien connue:. Si on choisit la fonction. De sorte qu`elle fasse :.

5

Math ++ | Extraordinary Mathematics

http://www.mathplusplus.com/index.html

Wellcome to MathPlusPlus, the Extraordinary Mathematics! In this small piece of the forgotten cyber, I am writing my explorations in Mathematics, I had spend all of my time, all of my life and all of my pleasure to find what I found, I am doing my researches alone, I do not belong to any institute or research-center or to any University. could somebody help me to publish it! Thanks for visiting me. Sinus 10° degrees. Twisting curves conversion equations. Could somebody help me to publish it!

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Math ++ | Extraordinary Mathematics

Wellcome to MathPlusPlus, the Extraordinary Mathematics! In this small piece of the forgotten cyber, I am writing my explorations in Mathematics, I had spend all of my time, all of my life and all of my pleasure to find what I found, I am doing my researches alone, I do not belong to any institute or research-center or to any University. could somebody help me to publish it! Thanks for visiting me. Sinus 10° degrees. Twisting curves conversion equations. Could somebody help me to publish it! An Extraordi...

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