- #1
julypraise
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Is there a theorem that states that n distinct points in R^n-1 or higher one can be separated in an equal distance as the distance is greater than 0?
We know that 4 distinct points in R^2 cannot be positioned in an equal distance>0 but in R^3 it is possible as a pyramid shape.
If there is such a theorem, could you give me reference?
I've posted this on this area because it seems it is a problem of solving a system of equations.
Cheers
We know that 4 distinct points in R^2 cannot be positioned in an equal distance>0 but in R^3 it is possible as a pyramid shape.
If there is such a theorem, could you give me reference?
I've posted this on this area because it seems it is a problem of solving a system of equations.
Cheers