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Exploring Extreme Origami: Mathematics, Dimensions, and Intuition

This intriguing piece delves into the realms of extreme origami and mathematics, probing concepts that stretch our understanding of dimensions and probability. It intertwines mathematical principles with philosophical questions around ESP, ghosts, and déjà vu, while also referencing the famous "Monty Hall problem." A fascinating exploration of how easily we can dismiss explanations that seem intuitively simple, it also maps the stages of grief—denial, anger, bargaining, depression, and acceptance—into our understanding of complex issues. Join us on this mathematical journey through dimensions and intuitive reasoning.

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Exploring Extreme Origami: Mathematics, Dimensions, and Intuition

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Presentation Transcript

  1. 40,000 km 60 cm

  2. Extreme Origami x50 h = [(.0035) * 2 50] /(12*5280) 63,000,000 miles or 100,000,000 km

  3. ‘NEW’ MATH a=b a*(a=b) = a2=ab a2-b2 = ab-b2 (a+b) (a-b) = b (a-b) ___________________ __________________ (a-b) (a-b) a+b = b b+b = b 2b = b _______ _______ b b 2 = 1

  4. A mathematical argument for ESP, ghosts, and deja vu • One dimension • Two dimensions • Three dimensions • Hmmm…

  5. Stay or Switch? http://www.stat.sc.edu/~west/javahtml/LetsMakeaDeal.html

  6. What if there were more doors with goats and still one car?

  7. When should we discardexplanations that are intuitively appealing? Stages of Grief? • Denial • Anger • Bargaining • Depression • Acceptance

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