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via Saturday Morning Breakfast Cereal.
STRICT REDUCTIONIST:
Anyway, apologies are an evolutionary survival mechanism and therefore just an illusion.
Ponderings of science, philosophy, history, society, and many other topics
Click through for full sized version.
via Saturday Morning Breakfast Cereal.
STRICT REDUCTIONIST:
Anyway, apologies are an evolutionary survival mechanism and therefore just an illusion.
The usual awesomeness. I only wish there was an Eastern Philosophy one; it would be like the Philosophy one, but would include something along the lines of “Since the you that is upset and the me that upset you don’t exists, then this upset doesn’t exist”.
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Love it!
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Very good
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Heh! A good demonstration of why love is quite different from logic or science. (Interestingly, the purest science of them all, mathematics, is not represented…) XD
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Hmmm. Game theory: do you benefit more or less over the short and long term with or without an apology? I’m sure that can worked into a formula. Although, like most game theory formulas, I’m not sure I’d trust it.
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Indeed. Just last week I skimmed through an article about a new analysis of “The Prisoners Dilemma” that — assuming it holds up — may be a speed bump for those seeking to use game theory for moral grounding. I don’t know much about G/T, but it seems yet another area of science where even the real experts see it differently.
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Math: How about we just put a little “i” at the end of this contradiction and call it resolved?
(That one is a bit of an inside joke that refers to imaginary numbers.)
And for good measure, statistics: According to a survey of twenty white college students, my standard deviation is not statistically significant.
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LOL! They’re imaginary… not magical! 😛
What’s the line Mark Twain made famous… the one about lies and statistics? XD
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I don’t know. I think “i” is pretty magical!
And while twenty white college students may lie and cheat on their economics exams, and while they may use their statistics to do more lying and cheating later in life, their knowledge of standard deviation is unparalleled.
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