where to start?
I'm new here and I'd like to contribute some of my mathematical inventions/discoveries:
*The guyot function, an infinitely differentiable function whose Taylor series doesn't converge, or does converge but not to the function, arising as the density function of a stochastic process. This could go in pathological functions or probability.
*64-100 sequences. I just batted out a GMP program to compute them (some of them go to hundreds of digits). I have a conjecture, but haven't investigated them deeply.
*The halftone function, if I can recreate it (it was on a stolen laptop).
Should I put them in the encyclopedia, in papers, or where? Where should I put the computer programs?
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