Ask YC: What have you learned that rocked your world?
41–50 of 85 posts
Re: Ask YC: What have you learned that rocked your world?
#42"... What have you learned that rocked your world? ..." Mostly about empirical observations about the natural world. One very simple idea while in High School studying physics & chemistry that "the iron in your blood flowing through your arteries is composed of left over bits of exploded starts (Iron)" . Another is how little we really observe and notice things. Every week I make a habit of exploring & looking for ne…
Re: Ask YC: What have you learned that rocked your world?
#43Re: Ask YC: What have you learned that rocked your world?
#44Godel's incompleteness theorems.
How did that rock your world? I'm not asking you to explain the theorems -- I understand them -- just indicate why or how they are significant to you.
Re: Ask YC: What have you learned that rocked your world?
#45Re: Ask YC: What have you learned that rocked your world?
#46Girls like sex too.
Turns out, people really really like sex. A lot.
Re: Ask YC: What have you learned that rocked your world?
#472. RMS reflections about morals in software programming (I may not wholly agree, but he taught me a whole new way of thinking about software)
3. Prolog declarative approach (instead of describing how to solve a problem, just describe the problem)
Re: Ask YC: What have you learned that rocked your world?
#48Girls like sex too.
Re: Ask YC: What have you learned that rocked your world?
#49"We can implant entirely false memories"[1] I also remember being really suprised when I first learned the Central Limit Theorem[2] a long time ago. That said, Hofstadter's "Gödel, Escher, Bach"[3] probably had the biggest impact on me. [1] http://www.guardian.co.uk/science/2003/dec/04/science.resear... [2] http://en.wikipedia.org/wiki/Central_limit_theorem [3] http://en.wikipedia.org/wiki/Gödel,_Escher,_Bach
Re: Ask YC: What have you learned that rocked your world?
#50Euler's equation. That conservation laws follow from deeper symmetry principles (Noether's theorem). Symmetry under translation corresponds to conservation of momentum, symmetry under rotation to conservation of angular momentum, symmetry in time to conservation of energy! http://mathworld.wolfram.com/NoethersSymmetryTheorem.html
This has to do with the context where I learned Euler's Equation, but I can never separate it from Fourier and (later) Laplace transforms. Those are all so beautiful and mind blowing.