According to scientists, this mathematical answer is equivalent in size to all texts digitized library of the US Congress and a human being would take 10 billion years to read it.
The problem posed: Is it possible to color every positive integer (1, 2, 3, 4, 5 …) blue or red so that any short list of integers a, b and c corresponding to the famous equation Pythagoras a2 + b2 = c2 are all the same color.
with the collaboration also of English mathematicians, the Texas team found that it is possible to paint each integer red or blue avoiding color matching on any of the triads.
That is, with the triple 3, 4 and 5, 3 and 5 should be blue and 4 red. It has been shown that there are 102 000 300 modes coloring integers up to seven thousand 824, but once you reach this figure, it is impossible to have multicolored triads, explained one of the co-authors of the research, Laurent Simon.
Simon said that to solve the question of the Pythagorean triples 800 processors Stampede and a program of his own called Glucose is needed.
“This result shows that it is possible to use this method to resolve issues extremely difficult math, “he said.
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