Math
Scientists Say: Fractal
There’s no end in sight for these infinitely complex geometric wonders.
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There’s no end in sight for these infinitely complex geometric wonders.
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As a way to study how to fairly share a limited resource, cake-cutting can inform splitting up chores, drawing fair voting districts and more.
This math, and the geometers who use it, can solve problems from how to stack oranges to designing better vaccines.
About 10 percent of the fruit in a tilted market display can be removed before it will crash down, computer models show.
Destenie Nock uses computer algorithms to help identify households struggling to afford utilities.
There are still many mysteries about numbers, shapes and other aspects of math that have yet to be solved.
Prime numbers’ unique quality — being divisible only by themselves and one — makes them useful for encrypting secret information.
Turning to paper and scissors helped one mathematician finally figure out just how short the twisted loops can be.
These numbers may not be “real,” but they sure aren’t make-believe.
During nest building, these insects add five- and seven-sided cells in pairs. This helps their colony fit together hexagonal cells of different sizes.