Assume a Non-Lye, Invariate, Subexponential, Pseudo-Analytic Function

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Assume a Non-Lye, Invariate, Subexponential, Pseudo-Analytic Function
  1. Unread #1 - Mar 3, 2014 at 7:49 AM
  2. Noam
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    Assume a Non-Lye, Invariate, Subexponential, Pseudo-Analytic Function
    This function satisfies the Gupta Mapping Theorem and the Karde-Danshopfer Structure Theorem, ensuring a tensor exists such that the Subclass of non-Lye fields over an n-dimensional planar matrices fulfills the requirement of being more intelligent than you could ever hope to be
     
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  3. Unread #2 - Mar 3, 2014 at 8:33 AM
  4. Akrotaz
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    Assume a Non-Lye, Invariate, Subexponential, Pseudo-Analytic Function
    Yeah? Well your name is an anagram for moan.

    Your move.
     
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