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Update nonisographs
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Apr 03, 2026
by
Plaszczynski Stephane
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@@ -138,39 +138,22 @@ $`N^3\gamma=9 \pi^2 / 2 - 207/2 \pi^2/N`$
# normalized gaps (N=8)

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## exp (stretched)
$
`exp(-\alpha (W-1)^{1.1})`
$

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## recherche de variables topologiques:
### general

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### vertex distances

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### spectral distances

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### var stationary distribs

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## model=exp (stretched)
$
`exp(-\alpha (W-1)^{1.1})`
$
alpha=linear fit to log(gap)
choix: var(pi1=ki/sum(ki)) fit parabolique

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##
# var(pi1) -> alpha ->gamma

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##
recherche de variables topologiques:

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### var(pi4)

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##
p
eu
x t'
on extrapoler a
N>8
?
##
P
eu
t-
on extrapoler a
u-delà de N > 8
?
essai sur qq familles
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