How to Prove Goethell's Theorem Using Complexity Theory

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I've been thinking about the foundations of mathematics and mathematical logic. And it is the part of math that I understand the least. But then there are some, that's another great side way because I had a podcast interview with Justin Clark-Done who was a philosopher of mathematics. Yeah, so I think a little bit of some logic doesn't have to be, you know, go too far. People don't know the difference between affirming a consequence and at least life and terms. They probably just focus on memorizing the terms instead of understanding them.

People have a complicated relationship to mathematics. We all use it in our everyday lives, from calculating a tip at a restaurant to estimating the probability of some future event. But many people find the subject intimidating, if not off-putting. John Allen Paulos has long been working to make mathematics more approachable and encourage people to become more numerate. We talk about how people think about math, what kinds of math they should know, and the role of stories and narrative to make math come alive.

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John Allen Paulos received his Ph.D. in mathematics from the University of Wisconsin, Madison. He is currently a professor of mathematics at Temple University. He s a bestselling author, and frequent contributor to publications such as ABCNews.com, the Guardian, and Scientific American. Among his awards are the Science Communication award from the American Association for the Advancement of Science and the Mathematics Communication Award from the Joint Policy Board of Mathematics. His new book is Who’s Counting? Uniting Numbers and Narratives with Stories from Pop Culture, Puzzles, Politics, and More.

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