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Hello All, I'm trying to proove prove something that we know that it is correct but can't find how to do it or any example to show how to solve it. Any 2-coloring of the scope of equilateral triangle must create a monochromatic rectangular triangle (That all of its vertexes and in the same color and they are positioned on the scope of the original triangle). This problem is connected to the ramsey Ramsey theory. Does anyone know how to proove prove it ? Cheers, Itamar |
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Any 2-coloring of the scope of equilateral triangle must create a monochromatic rectangular triangle ?Hello All, I'm trying to proove something that we know that it is correct but can't find how to do it or any example to show how to solve it. Any 2-coloring of the scope of equilateral triangle must create a monochromatic rectangular triangle (That all of its vertexes and in the same color and they are positioned on the scope of the original triangle). This problem is connected to the ramsey theory. Does anyone know how to proove it ? Cheers, Itamar
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