Mathematicians have been studying a hot problem called the “Dots and Lines” problem for over 60 years, and now they think they may have finally cracked it. The Dots and Lines problem involves finding the maximum number of lines that can be drawn between a set of dots, without the lines intersecting each other. The problem was first posed in 1957, and has since been studied by some of the greatest minds in mathematics.

Now, after over 60 years of study, mathematicians believe they may have finally solved the problem. In a recent paper, they show that the maximum number of lines that can be drawn between a set of dots is equal to the square of the number of dots minus the number of dots. This is a major breakthrough in the field of mathematics, as it provides a way to solve a problem that has puzzled mathematicians for decades.

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source: Phys.org