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What formula describes the farthest you can stack flat blocks over the edge of a table to form a seemingly gravity-defying half-bridge to nowhere?
Aside from potential clues gleaned from a fluke result, it would take hundreds of U.S. presidential elections to definitely conclude that one election forecasting model is superior to another.
Presidential election forecasts are historically successful and appear to be highly precise. Yet they’re often contradictory. What would it take to trust them?
City blocks help illustrate why walking randomly tends to take you away from your starting point.
Why is it that when you walk randomly, the more you walk, the farther you get from your starting point?
What can the mathematical genius Srinivasa Ramanujan teach us about number theory through mathematical structures involving infinity?
Insights from the mathematical genius Srinivasa Ramanujan give us a number of ways to explore the infinite.
Hilbert’s Hotel, an incredibly thin triangle and an elliptical pool table help us test the concept of infinity in the physical world.
Three puzzles test whether the concept of infinity has purchase in the physical world.
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