Bases: _Scale
, ScaleBase
“Exponential scale” that performs either of two transformations. When inverse
is False
(the default), performs the transformation
\[Ca^{bx}\]
where the constants \(a\), \(b\), and \(C\) are set by the input (see below). When inverse
is True
, this performs the inverse transformation
\[(\log_a(x) - \log_a(C))/b\]
which in appearance is equivalent to LogScale
since it is just a linear transformation of the logarithm.
a (float
, optional) – The base of the exponential, i.e. the \(a\) in \(Ca^{bx}\).
b (float
, optional) – The scale for the exponent, i.e. the \(b\) in \(Ca^{bx}\).
c (float
, optional) – The coefficient of the exponential, i.e. the \(C\) in \(Ca^{bx}\).
inverse (bool
, optional) – If True
, the “forward” direction performs the inverse operation.
Attributes Summary
The registered scale name
Methods Summary
Attributes Documentation
The registered scale name
Methods Documentation
Return the range vmin and vmax limited to positive numbers.
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