msbiljanica
Member
- Nov 17, 2011
- 40
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SRDANOVA MATHEMATICS
Revision of the current mathematics
![$a1.jpg $a1.jpg](https://www.usmessageboard.com/data/attachments/10/10802-33c0436ca41a4b020f6ac3338b04c462.jpg)
Marjanovic Srdan
M.Biljanica
16201 Manojlovce
Serbia
[email protected]
Introduction: I think that the current limited maths and sinful and should be reviewed with all new
things that I discovered. I will explain the mathematical space with two starting points ( along the
natural and real ).
Natural Base:
Natural along is what you see along the fig,1.Natural along has its beginning and its end , this
property natural long we will contact points ( fig.2).Natural length along the ground ( natural
meaning).Two more natural and longer merge points
![$a2.png $a2.png](https://www.usmessageboard.com/data/attachments/10/10803-724e727f16b4a3b706e2d7a08c79076a.jpg)
[S1]-along nature (fig. 1-a), [Sn]-mathematical facts
[S2]-point ( natural meaning , Fig.2 -A(B))
The points will mark capital letters along the (length) small letters
Definition of - teo points A,B , the length between points AB
CM (current mathematics) - does not recognize the concept of nature along , the point is not
defined so that all l everything
__________________________________________________ ___________
Presupposition-Natural long - merge points in the direction AB
Process:
P1-AB..CD..ABC(AC)
to read: natural along AB to point B, is connected to the natural long CD to point C, shall be
renaming of points, we get along ABC (AC)
P2-ABC (AC) .. DE ..ABCD (AD)
read it: along the ABC (AC) to point C, connecting with the natural long-DE to point D is done
renaming of points, we get along ABCD(AD)
P3-ABCD (AD) ..EF .. ABCDE(AE)
...
![$a3.png $a3.png](https://www.usmessageboard.com/data/attachments/10/10804-cbce7ed4172facb36fa59ea648052d15.jpg)
[S3]-along (from natural long, two or more)
Definition of the initial-and the last point, the length between the initial and final points.
CM-I do not know the connection of natural longer, not along the natural base, but the real (the line , proof)
Revision of the current mathematics
![$a1.jpg $a1.jpg](https://www.usmessageboard.com/data/attachments/10/10802-33c0436ca41a4b020f6ac3338b04c462.jpg)
Marjanovic Srdan
M.Biljanica
16201 Manojlovce
Serbia
[email protected]
Introduction: I think that the current limited maths and sinful and should be reviewed with all new
things that I discovered. I will explain the mathematical space with two starting points ( along the
natural and real ).
Natural Base:
Natural along is what you see along the fig,1.Natural along has its beginning and its end , this
property natural long we will contact points ( fig.2).Natural length along the ground ( natural
meaning).Two more natural and longer merge points
![$a2.png $a2.png](https://www.usmessageboard.com/data/attachments/10/10803-724e727f16b4a3b706e2d7a08c79076a.jpg)
[S1]-along nature (fig. 1-a), [Sn]-mathematical facts
[S2]-point ( natural meaning , Fig.2 -A(B))
The points will mark capital letters along the (length) small letters
Definition of - teo points A,B , the length between points AB
CM (current mathematics) - does not recognize the concept of nature along , the point is not
defined so that all l everything
__________________________________________________ ___________
Presupposition-Natural long - merge points in the direction AB
Process:
P1-AB..CD..ABC(AC)
to read: natural along AB to point B, is connected to the natural long CD to point C, shall be
renaming of points, we get along ABC (AC)
P2-ABC (AC) .. DE ..ABCD (AD)
read it: along the ABC (AC) to point C, connecting with the natural long-DE to point D is done
renaming of points, we get along ABCD(AD)
P3-ABCD (AD) ..EF .. ABCDE(AE)
...
![$a3.png $a3.png](https://www.usmessageboard.com/data/attachments/10/10804-cbce7ed4172facb36fa59ea648052d15.jpg)
[S3]-along (from natural long, two or more)
Definition of the initial-and the last point, the length between the initial and final points.
CM-I do not know the connection of natural longer, not along the natural base, but the real (the line , proof)