Skip to main content

View Diary: The Seduction of Cynicism (227 comments)

Comment Preferences

  •  Bullshit! I'll show you the map right now (1+ / 0-)
    Recommended by:
    BoogieMama

    & I don't even need a full "euclidean solid".

    Take a sphere of any radius R>0. Set it down on the infinite plane at any point on the plane. Pick any point on the plane. Draw a line between it & the center of the sphere. The point on the surface of the sphere where that line intersects it defines the mapping of that point.

    And I only used half the sphere.

    So long as both the plane and the surface of the sphere are defined as continuous--i.e., that for any two points no matter how close together there is always at least one point between them--this mapping is one-to-one: for every point on the plane, there exists a unique point on the sphere it maps to, and vice versa.

    Note that I do not dispute the point you were trying to make (that infinite growth is impossible with finite resources). I am simply pointing out that, presumably out of ignorance, you have put forth an analogy that most any undergraduate math student could rapidly demonstrate is flat-out wrong (took me all of 90 seconds, & I haven't done any theoretical math for decades) & will simply get you laughed at by anyone who actually knows the field.

    Essentially you pulled a Full Romney here: You tried to sound smart & snappy & instead showed you didn't comprehend what you were talking about.

    Anyone else out there who's tempted to make a technical argument in a discipline s/he doesn't understand should take to heart Abelson's Fourth Law:

    Don't talk Greek if you don't know the English translation.

    Fuck the mythical “moral high ground”. There’s plenty of time to shower after the election. (h/t danah gaz (fka gaz) @ Balloon-Juice)

    by Uncle Cosmo on Wed Oct 24, 2012 at 05:12:20 AM PDT

    [ Parent ]

Subscribe or Donate to support Daily Kos.

Click here for the mobile view of the site