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Commits on Feb 3, 2018

• added results about number of newly reducible third iterates given by m,s with height below some bound, in "m s with height bounds.nb". New map in "map testing.nb".

  

  Peter Illig

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Commits on Jan 30, 2018

• made a lot of changes. "f^3 simplified.nb" is the cleanest and most understandable file for the third iterate, and "fourth iterate general m.nb" is for the fourth.

  

  Peter Illig

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Commits on Jan 12, 2018

• added some neat plots of newly reducible third iterates

  

  Peter Illig

  committed
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Commits on Jan 9, 2018

• added a lot, didn't make much progress :^)

  

  Peter Illig

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Commits on Nov 10, 2017

• the fourth iterate equations had a typo. Made a few other visualizations

  

  Peter Illig

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Commits on Nov 4, 2017

• ok last commit

  

  Peter Illig

  committed
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Commits on Nov 3, 2017

• fixed a typo in equations and added more exploration

  

  Peter Illig

  committed
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Commits on Nov 1, 2017

• added Nick's (much simpler) proof

  

  Peter Illig

  committed
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• just made it simpler

  

  Peter Illig

  committed
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Commits on Oct 30, 2017

• added the transformation to the new elliptic curve, and also code to generate points on this curve and test if they give reducible f, f^2, f^3

  

  Peter Illig

  committed
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Commits on Oct 27, 2017

• elliptic curve are relevant again\!

  

  Peter Illig

  committed
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• added useful map functions

  

  Peter Illig

  committed
  7ea19fd

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• renamed a file also started doing stuff with if beta is multiplied by 0

  

  Peter Illig

  committed
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Commits on Oct 25, 2017

• had an insight

  

  Peter Illig

  committed
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• plotted the projection in projective space. also fixed a bug in RIP.nb

  

  Peter Illig

  committed
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Commits on Oct 22, 2017

• a nice little new function

  

  Peter Illig

  committed
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• goodbye elliptic curves, hello conics! also if r = 2 q^2 + 2 q + 2 ((d - 1)/2)^2 + 2 ((d - 1)/2) - 1 then f is reducible. hopefully the converse is true

  

  Peter Illig

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Commits on Oct 17, 2017

• added equations.nb for a record of the equations

  

  Peter Illig

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Commits on Oct 6, 2017

• 20480 - 24576 t + 10240 t^2 - 5120 t^3 + 2944 t^4 - 640 t^5 +

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  Peter Illig

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Commits on Oct 5, 2017

• got infinitely many for m=-1. some playing around with s(x). added some useful functions.

  

  Peter Illig

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Commits on Sep 20, 2017

• made iterating thru the rationals more efficient also played around with f^3 equations

  

  Peter Illig

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Commits on Sep 18, 2017

• hi

  

  Peter Illig

  committed
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• Initial commit

  

  pillig3

  authored
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