Nic_Smith comments on Rationality Quotes August 2011 - Less Wrong

3 Post author: dvasya 02 August 2011 08:24PM

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Comment author: Nic_Smith 02 August 2011 08:05:28PM *  16 points [-]

I think that people use a rule of thumb when deciding what things in life are worth learning. Most people seek knowledge in one of the following three categories:

  • What many other people learn (calculus, C++, and so on)
  • What is easy to learn (hula-hooping, Ruby, and so on)
  • What has value that is easy to appreciate (thermonuclear physics, for example, or that ridiculously loud whistle where you stick your fingers in your mouth) -- Land of Lisp. Conrad Barski.
Comment author: Normal_Anomaly 03 August 2011 05:09:11PM *  9 points [-]

I think another category would be "What few other people can or do learn" (rare foreign languages, chess, obscure trivia about a favorite subject). Knowing something that others don't is good for getting status, at least in the subcultures with which I have experience.

Comment author: MixedNuts 03 August 2011 06:37:09AM 9 points [-]

My sample is biased (geeks), but it seems to be mising "What makes them go 'Ooh, shiny!'"

Comment author: samineru 04 August 2011 05:35:06PM 3 points [-]

Is that not "What has value that is easy to appreciate"?

Comment author: DanielLC 06 August 2011 12:09:05AM 1 point [-]

Not really. I have a reaction like that to non-Euclidean geometry, but I don't know many things it can be used for.

Comment author: komponisto 06 August 2011 01:07:03AM 4 points [-]

non-Euclidean geometry...I don't know many things it can be used for.

Despite the fact that "non-Euclidean geometry" may sound like something that only concerns people in ivory towers, we all know of lots of things that aren't straight and flat, but instead are curved, bent, or distorted.

Comment author: Dreaded_Anomaly 06 August 2011 02:24:26AM 2 points [-]

Non-Euclidean geometry is essential to the theory of general relativity, which is of immense use in astronomy and also allows the GPS system to function accurately.

Comment author: DanielLC 06 August 2011 04:34:52AM *  1 point [-]

Non-Euclidean geometry is essential to the theory of general relativity, which is of immense use in astronomy

What is astronomy used for?

and also allows the GPS system to function accurately.

General relativity does. Non-Euclidean geometry does not. I'm pretty certain you can approximate it well enough with Euclidean geometry. Gravitational time dilation is just a function of hight.

Also, GPSs already work. There's no need for me to use non-Euclidean geometry.

Finally, that was just an example. If someone is interested in pure mathematics, and there's an application for it, it's just a coincidence. I've heard some mathematicians actually go as far as disliking it when people find applications for there work.

Comment author: Dreaded_Anomaly 06 August 2011 04:57:48AM *  2 points [-]

What is astronomy used for?

Studying the territory improves the map.

General relativity does. Non-Euclidean geometry does not. I'm pretty certain you can approximate it well enough with Euclidean geometry. Gravitational time dilation is just a function of hight.

No, that is not the case. The spacetime geometry near the Earth is non-Euclidean, and using a Euclidean approximation does not produce the required accuracy.

Finally, that was just an example. If someone is interested in pure mathematics, and there's an application for it, it's just a coincidence. I've heard some mathematicians actually go as far as disliking it when people find applications for there work.

You are conflating "value" with "applications." Different people see value in different things for different reasons.

Comment author: handoflixue 06 August 2011 12:31:50AM 0 points [-]

Polar coordinates

Admittedly this comes up in my life about as often as Euclidean geometry does, which is to say basically never.

Comment author: samineru 09 August 2011 07:14:11PM 0 points [-]

I meant to say, is that feeling of "ooh, shiny!" not easily appreciable value in itself?