No.3328. Goldbach's conjecture.
- kyonissho
- 16 hours ago
- 1 min read
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Goldbach's conjecture



Fig.3:
No.3105. Ultra-Light Speed and -Gravity.
Cardinal number, ordinal number and inclination number exist in Galois field at same time.
Here (d1, d2 ≧ 3) and (p1, p2 ∈ any prime number),
and p-1 is always combined number. Then
(F±p1)^d1 + (F±p2)^d2 in the Galois imaginary number is,
in this case, because the volumes don't change because of spin,
{0} + {0} = {0}.
And in case of F±3, the ^2 shows the different behavior, although the ^3 to be restored to ^1 is {0} of the element n.
Any prime number except 2 and 3,
the prime number - 1 = a combined number,
{0} is restored to another {F} of p from the ^3 through F2,
Fp becomes Fp1 and Fp2 through the combined number.
We must think [0, 0] of [i0, [0, 0]] → [p1, p2] in order to the large scale quantum physics for the leaps of space, time and life.
Therefore today I've tackled to the Goldbach's conjecture.
I believe the solutions have been discovered already.

Let's go to open Universe beyond our Galaxy♪ d( ̄◇ ̄)b
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