Classes | |
class | XYResponseCurve |
Similar to ResponseCurve, but allows sample points to be unevenly spaced. More... | |
class | ResponseCurve |
This class is described in AI Programming Wisdom 1, "The Beauty of Response Curves", by Bob Alexander. More... | |
class | NormalisedInputCurve |
class | Distribution2D |
This is a callable class that generates random numbers with an arbitrary distribution. More... | |
Functions | |
def | lerp |
Linear interpolation, with clamping for inputs outside the range. | |
def | sigmoid |
This function is a "soft" version of lerp. | |
def | ramp |
The same as lerp, except that the output is extrapolated, not clamped when the input is higher than the maximum. | |
def | line |
The same as lerp, except that output is linearly extrapolated when the input falls outside the range on both ends. | |
def | make_distribution_curve |
Makes a distribution curve from input and output samples. | |
def | distribution_from_grid |
Variables | |
int | newSampleCount = 1000 |
float | THRESHOLD = 0.001 |
See:
def random_distributions.distribution_from_grid | ( | grid, | ||
x_cells, | ||||
y_cells | ||||
) |
Definition at line 308 of file random_distributions.py.
def random_distributions.lerp | ( | value, | ||
inputMin, | ||||
inputMax, | ||||
outputMin, | ||||
outputMax | ||||
) |
Linear interpolation, with clamping for inputs outside the range.
This function can also be used for linear extrapolation. Compare with ramp and
Definition at line 29 of file random_distributions.py.
def random_distributions.line | ( | value, | ||
inputMin, | ||||
inputMax, | ||||
outputMin, | ||||
outputMax | ||||
) |
The same as lerp, except that output is linearly extrapolated when the input falls outside the range on both ends.
Definition at line 52 of file random_distributions.py.
def random_distributions.make_distribution_curve | ( | inputSamples, | ||
outputSamples | ||||
) |
Makes a distribution curve from input and output samples.
The inputSamples denote boundaries, and the outputSamples denote the relative probabilities that a point is between those boundaries. Let x_0..x_{n-1} denote the inputs, and y_0..y_{n-1} be the outputs. Then y_i gives the relative probability that a point will be selected from the range [x_{i-1}, x_i). y_0 should be 0.
Definition at line 216 of file random_distributions.py.
def random_distributions.ramp | ( | value, | ||
inputMin, | ||||
inputMax, | ||||
outputMin, | ||||
outputMax | ||||
) |
The same as lerp, except that the output is extrapolated, not clamped when the input is higher than the maximum.
The output is still clamped when the input fals below the inputMin.
Definition at line 44 of file random_distributions.py.
def random_distributions.sigmoid | ( | value, | ||
inputMin, | ||||
inputMax, | ||||
outputMin, | ||||
outputMax | ||||
) |
int random_distributions.newSampleCount = 1000 |
Definition at line 23 of file random_distributions.py.
float random_distributions.THRESHOLD = 0.001 |
Definition at line 24 of file random_distributions.py.