NOBEL PRIZE SUBMISSION

NOBEL PRIZE SUBMISSION

1) mathematics

I
i
iI
Ii
iIi
IiI
.
.
.
N-1
(above our finites, noncountinous)
N
N+N
N*N
(above are cyclical infinities)
N!
(N!)!
.
.
.
(above are continous infinites)
0 - existential, nothing, non-finite, non-cyclical infinity, non
continous infinity

2) statistics

medians
means. gaussian average of medians
ends - gaussian average of means
T-test - probability of means, means will have a noise factor
F - test - probability of ends, ends will have a noise factor

need to analyze noise, to get T,F
noise analysis
non-pattern, complete noise, medians, of noise
find means of medians, noise factor, of T,F
requires significant computing to do noise analysis on noise, analog
computing best
so, T,F are a long term goal
in the mean time you know medians are existentials (I,i) etc., you know
means and ends, so you can determine the ways of existentials, buy a
kernel of the above existentials (soles)














--
Dale * w w w .vedantasite.org
see website for real email address


--
Dale * w w w .vedantasite.org
see website for real email address