Hausdorff dimension for projections of dynamically defined complex Cantor sets Expositor: Alex Zamudio Resumo: A clasical theorem of Marstrand states that fo...

In this video, I discuss 4 very interesting probability paradoxes: the St. Petersburg paradox, Parrondo’s paradox, the Exchange problem, and random walks. Th...

Seriously? Matt Parker is talking about Fibonacci and Lucas numbers again. Part 2: https://youtu.be/z1THaBtc5RE
More links & stuff in full description below ↓↓↓

See part 2 on Numberphile2: https://youtu.be/z1THaBtc5RE

The original trilogy of videos where…

With Matt Parker. This is a continuation from: https://youtu.be/cjx23aMeBkQ

The original trilogy of videos where this all started: http://bit.ly/GoldenTrilogy

More Matt Parker videos on Numberphile: http://bit.ly/Matt_Videos

Matt Parker's website Standupmaths…

What value is each letter? This is an incredible math problem with just a single solution! Can you figure it out?

My blog post for this video
https://wp.me/p6aMk-85e

Websites consulted
http://mathforum.org/library/drmath/view/60417.html
https://en.wiki…

In this video, I calculate the double integral of arctan(y/x) over a circular wedge. The answer is surprisingly soothing and satisfying!

Today’s video is dedicated to introducing you to two of the holy grails of mathematics, proofs that e and pi are transcendental numbers. For the longest time I was convinced that these proofs were simply out of reach of a self-contained episode of Mathologer…

integral of cos(ln(x)) with u sub: @0:00
integral of cos(ln(x)) without u sub, @8:20
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Derivatives for you: https://teespring.com/derivatives-for-you
integral of cos(ln(x)), by complex analysis: htt…