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Is this how to Quantify Colors of Quarks?
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Is this how to Quantify Quarks?
Yes.
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Is this how to Quantify Colors of Quarks?
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talanum1
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Is this how to Quantify Colors of Quarks?
«
on:
14/06/2021 13:20:20 »
We can use the additive identity 0, multiplicative identity 1 and power identity (.)
1
.
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talanum1
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Re: Is this how to Quantify Colors of Quarks?
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Reply #1 on:
14/06/2021 13:35:20 »
(.)
1
not≡ (.)1 or (.)0 since we must fill it with: (x+)0, (x*)1 and (x^)
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.
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Re: Is this how to Quantify Colors of Quarks?
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Reply #2 on:
14/06/2021 15:10:15 »
Why start new thread on the same topic?
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Re: Is this how to Quantify Colors of Quarks?
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Reply #3 on:
14/06/2021 19:33:06 »
I thought the other one was at General Science forum.
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Re: Is this how to Quantify Colors of Quarks?
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Reply #4 on:
14/06/2021 19:44:14 »
It doesn't work to define them as roots of z
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Re: Is this how to Quantify Colors of Quarks?
«
Reply #5 on:
16/06/2021 12:18:18 »
Then define: white = 0•1•(.)
1
= 1•0•(.)
1
= 0•(.)
1
•1 = 1•(.)
1
•0 = (.)
1
•0•1 = (.)
1
•1•0.
For some combining operator "•" with 0•1 ≠ 0.
Then we can write for a color system of N protons = N0•1•(.)
1
.
«
Last Edit: 16/06/2021 12:32:45 by
talanum1
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Re: Is this how to Quantify Colors of Quarks?
«
Reply #6 on:
16/06/2021 12:37:50 »
We must also define white = 0•
0
= 1•
1
= (.)
1
•
(.)
1
.
For mesons.
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