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LINKTV Witness March 7, 2013

We as human beings see beauty. Theres a sense of balance, of order, to beautiful things. But where does that sense come from . And what does algebra or geometry have to do with it . Can we quantify the beauty of a butterfly . Welcome to the world of symmetry. Crystals, snowflakes, shells, geometric shapes, flowers, Decorative Arts such as the tilings of the alhambra palace in spain; they all share something besides what we might call beauty, and that something that is imicit in the sort of regularity or selfsimilarity is symmetry, a symmetry we experience with satisfaction and pleasure in our everyday lives. Often, that which eerience as symmetry is simply the final picture. But how did that beautiful, symmetric pattern come into being . With some close and careful inspection, anyone can see that symmetry starts with a basic motif which is then manipulated in time and space. Mathematicians call such manipulations transformations, ....

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Translating My Z3 Tutorial to Coq

True exact I. Qed.
The first exercise:
Get a root of the polynomial x 3 + 3 x 2 + 4 x + 2 0 using z3. Can you use z3 to show this is the only solution?
Here we open up the reals.
It is easy enough to confirm that the solution of x -1 is a zero using the [ring] tactic.
Require Import Reals.
Open Scope R scope.
Print Scope R scope.
Scope R scope
Delimiting key is R
Bound to class R
r ² : Rsqr r
x ^ y : pow x y
x y : Rge x y
x y : Rgt x y
x y z : and (Rle x y) (Rle y z) ....

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