Topics: c-Transformation. Please see topics c-Transformation.

It is assumed that terms like mabrot, nova, zcLogisticMap, disc, zcSand are known from this website.

Clicking on the thumbnail image, a large version is shown.
mabrot

s=0.0
nova

s=1.0
amoeba

s=1.0
blueDouble

s=0.0
bigFoot

s=0.0
disc

s=0.249962
\(\mathbf{\bf\: sin(c+\frac{1}{c})}\)
\(\mathbf{\bf\: log(exp(c^2))}\)
\(\mathbf{\bf\: c^2}\)
\(\mathbf{\bf\: sinh(c)}\)
\(\mathbf{\bf\: sec(c^2)}\)
\(\mathbf{\bf\: dawson(c)}\)
moon

s=1.0
stone

s=1.0
novaTri

s=1.0
nova

s=1.0
xNova

s=1.0
expRow

s=0.0
\(\mathbf{\bf\: stirling(c)}\)
\(\mathbf{\bf\: log(c^2)}\)
\(\mathbf{\bf\: gamma(c)}\)
\(\mathbf{\bf\: log(sin(c)*cos(c))}\)
\(\mathbf{\bf\: log(exp(c^2+c))}\)
\(\mathbf{\bf\: c^2+\frac{1}{c}}\)
expRow

s=0.0
expRow

s=0.0
mabrot

s=0.0
nova

s=1.0
zcLogistic

s=0.5
doubleMabrot

s=1.0
\(\mathbf{\bf\: i*(c^2+\frac{1}{c})}\)
\(\mathbf{\bf\: gamma(c^2)}\)
\(\mathbf{\bf\: errorFunction(\frac{1}{c})}\)
\(\mathbf{\bf\: errorFunction(\frac{1}{c}) }\)
\(\mathbf{\bf\: gamma(c+\frac{1}{c}) }\)
\(\mathbf{\bf\: atanh(tanh(c+\frac{1}{c})) }\)