SRĐAN mathematics
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- Posts: 22
- Joined: Sun Jan 22, 2012 3:26 am
Re: SRĐAN mathematics
Theorem - contact number is sorted horizontally, two natural straight line provide a natural straight line
Proof - [tex]11\rightarrow1[/tex] [tex]2\underline{2 }2+_3^{\underline0}2\underline{2 }2=(2,2)[/tex]
[tex]2\underline{2 }2+_3^{\underline1}2\underline{2 }2=(1,1)[/tex]
[tex]2\underline{2 }2+_3^{\underline2}2\underline{2 }2=0[/tex]
[tex]2\underline{2 }2+_3^{\underline3}2\underline{2 }2=1[/tex]
[tex]2\underline{2 }2+_3^{\underline4}2\underline{2 }2=2[/tex]
[tex]2\underline{2 }2+_3^{\underline5}2\underline{2 }2=1[/tex]
[tex]2\underline{2 }2+_3^{\underline6}2\underline{2 }2=0[/tex]
[tex]+_3[/tex] - addition rule 3
(CM.) - No "addition rule 3"
Proof - [tex]11\rightarrow1[/tex] [tex]2\underline{2 }2+_3^{\underline0}2\underline{2 }2=(2,2)[/tex]
[tex]2\underline{2 }2+_3^{\underline1}2\underline{2 }2=(1,1)[/tex]
[tex]2\underline{2 }2+_3^{\underline2}2\underline{2 }2=0[/tex]
[tex]2\underline{2 }2+_3^{\underline3}2\underline{2 }2=1[/tex]
[tex]2\underline{2 }2+_3^{\underline4}2\underline{2 }2=2[/tex]
[tex]2\underline{2 }2+_3^{\underline5}2\underline{2 }2=1[/tex]
[tex]2\underline{2 }2+_3^{\underline6}2\underline{2 }2=0[/tex]
[tex]+_3[/tex] - addition rule 3
(CM.) - No "addition rule 3"
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- Joined: Fri Nov 28, 2014 8:29 am
Re: SRĐAN mathematics
I don't.seasmith wrote:Do you know of anybody who actually uses that byzantine math ?I've heard of Quaternions being useful in some areas of physics.
`
But I'm still wondering what does SRDAN maths have to do with EU? I brought up the Quaternions as an example of where an alternate math has been used to suit some situations in physics better, rather than as an example of something wonderful. I'm wondering is there supposed to be some link between SRDAN and physics, does it let us understand plasma physics more easily or some such thing?
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- Joined: Sun Jan 22, 2012 3:26 am
Re: SRĐAN mathematics
Theorem - contact numbers, sorting is done horizontally, two natural straight lines provide a natural straight line , when there arre two (more) results between them becomes void.
Proof [tex]11\rightarrow1(\underline1)[/tex] [latex]2\underline{2 }2+_4^{\underline0}2\underline{2 }2=2\underline2 2[/latex]
[latex]2\underline{2 }2+_4^{\underline1}2\underline{2 }2=1\underline3 1[/latex]
[latex]2\underline{2 }2+_4^{\underline2}2\underline{2 }2=0[/latex]
[latex]2\underline{2 }2+_4^{\underline3}2\underline{2 }2=1[/latex]
[latex]2\underline{2 }2+_4^{\underline4}2\underline{2 }2=2[/latex]
[latex]2\underline{2 }2+_4^{\underline5}2\underline{2 }2=1[/latex]
[latex]2\underline{2 }2+_4^{\underline6}2\underline{2 }2=0[/latex]
[latex]+_4[/latex] - addition rule 4
(CM.) - No "addition rule 4"
Proof [tex]11\rightarrow1(\underline1)[/tex] [latex]2\underline{2 }2+_4^{\underline0}2\underline{2 }2=2\underline2 2[/latex]
[latex]2\underline{2 }2+_4^{\underline1}2\underline{2 }2=1\underline3 1[/latex]
[latex]2\underline{2 }2+_4^{\underline2}2\underline{2 }2=0[/latex]
[latex]2\underline{2 }2+_4^{\underline3}2\underline{2 }2=1[/latex]
[latex]2\underline{2 }2+_4^{\underline4}2\underline{2 }2=2[/latex]
[latex]2\underline{2 }2+_4^{\underline5}2\underline{2 }2=1[/latex]
[latex]2\underline{2 }2+_4^{\underline6}2\underline{2 }2=0[/latex]
[latex]+_4[/latex] - addition rule 4
(CM.) - No "addition rule 4"
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- Posts: 22
- Joined: Sun Jan 22, 2012 3:26 am
Re: SRĐAN mathematics
Theorem - The contact number is sorted horizontally only be a natural straight line that gives a natural straight line , when there are two (more) results merge
Proof - [tex]1\rightarrow 1 (\underline{s})[/tex] [tex]4{+_3^{\underline0}}2=2[/tex]
[tex]4{+_3^{\underline1}}2=2[/tex]
[tex]4{+_3^{\underline2}}2=2[/tex]
[tex]4{+_3^{\underline3}}2=4[/tex]
[tex]4{+_3^{\underline4}}2=6[/tex]
[tex]+_3 [/tex]- addition rule 3
(SM.) - no "addition rule 3 "
NOTE, the previous [tex]+_3[/tex] becomes [tex]+_4[/tex] , the previous[tex]+_4[/tex] becomes [tex]+_5[/tex]
Proof - [tex]1\rightarrow 1 (\underline{s})[/tex] [tex]4{+_3^{\underline0}}2=2[/tex]
[tex]4{+_3^{\underline1}}2=2[/tex]
[tex]4{+_3^{\underline2}}2=2[/tex]
[tex]4{+_3^{\underline3}}2=4[/tex]
[tex]4{+_3^{\underline4}}2=6[/tex]
[tex]+_3 [/tex]- addition rule 3
(SM.) - no "addition rule 3 "
NOTE, the previous [tex]+_3[/tex] becomes [tex]+_4[/tex] , the previous[tex]+_4[/tex] becomes [tex]+_5[/tex]
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- Posts: 22
- Joined: Sun Jan 22, 2012 3:26 am
Re: SRĐAN mathematics
error corrected in PDF, in Serbian language, soon will be in English
https://onedrive.live.com/redir?resid=7 ... file%2cpdf
https://onedrive.live.com/redir?resid=7 ... file%2cpdf
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- Joined: Thu May 31, 2018 12:52 pm
Re: SRĐAN mathematics
Is this a serious question? Here are just 2 physics papers, I can easily post a list with 20 or 30 references:seasmith wrote:Do you know of anybody who actually uses that byzantine math ?`I've heard of Quaternions being useful in some areas of physics.
"Quaternions: a history of complex noncommutative rotation groups in theoretical physics"
https://arxiv.org/abs/1504.04885
"Quaternionic Groups in Physics: A Panoramic Review"
https://arxiv.org/abs/hep-th/9905125
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