CODEWITHSUNDEEP
pythonscipysymfit
Horace
Horace

Reputation: 62

Scipy distributions on symfit?

I think the title is self explaining.

I really want to use several pdfs already implemented on scipy.stats as models for a symfit model, e.g., CrystalBall or Johnson functions. I have tried with a gaussian distribution with the following code:

x = Variable('x') 
mu = Parameter('mu') 
sigma = Parameter('sigma') 
model_sci = stats.norm.pdf(y, mean, sigma)

But I get the following TypeError

TypeError: cannot determine truth value of Relational

I believe it is because scipy distribution expects numbers (or iterables with numbers) instead of the symbol produced by sympy. Is there a possible hack to uses this distributions and not implement them by hand?

Upvotes: 1

Views: 96

Answers (1)

tBuLi
tBuLi

Reputation: 2325

It is possible to do this using a CallableNumericalModel:

x = Variable('x') 
y = Variable('y') 
mu = Parameter('mu') 
sigma = Parameter('sigma') 

model_sci = lambda x, mu, sigma: stats.norm.pdf(x, mu, sigma)

model = CallableNumericalModel({y: model_sci}, connectivity_mapping={y: {x, mu, sigma}})

Upvotes: 1

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