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The base case is
noise_variance = 1e-4
prior_param = {"gamma": 0.03, "delta": 0.3}
Scaling factor, s is varied as 2,4,6,78,10 where modifications are made as:
noise_variance = (1/s^2) *base noise_variance
gamma = s * base gamma
delta = s * base delta
3 samples are generated for each value of scaling factor.
true parameter:
s = 2
posterior samples
s = 4
posterior samples
s = 6
posterior samples
s = 8
posterior samples
s = 10
posterior samples
qpact example:
The base case is
noise_variance = 1e-6
prior_param = {"gamma": 0.04, "delta": 0.8}
Scaling factor, s is varied as 2,4,6,78,10 where modifications are made as:
noise_variance = (1/s^2) *base noise_variance
gamma = s * base gamma
delta = s * base delta
3 samples are generated for each value of scaling factor.
true parameter:
s = 2
posterior samples
s = 4
posterior samples
s = 6
posterior samples
s = 8
posterior samples
s = 10
posterior samples
The text was updated successfully, but these errors were encountered:
V-Rang
changed the title
Plots for samples from prior and posterior
Plots for prior and posterior samples
Apr 12, 2024
Attaching plots for samples taken from prior and posterior for two examples - example/poisson_dirichlet_example.py and example/sfsi_toy_gaussian.py
commit: 6a30e9d
Poisson Dirichlet example:
The base case is
noise_variance = 1e-4
prior_param = {"gamma": 0.03, "delta": 0.3}
Scaling factor, s is varied as 2,4,6,78,10 where modifications are made as:
noise_variance = (1/s^2) *base noise_variance
gamma = s * base gamma
delta = s * base delta
3 samples are generated for each value of scaling factor.
true parameter:
s = 2
posterior samples
s = 4
posterior samples
s = 6
posterior samples
s = 8
posterior samples
s = 10
posterior samples
qpact example:
The base case is
noise_variance = 1e-6
prior_param = {"gamma": 0.04, "delta": 0.8}
Scaling factor, s is varied as 2,4,6,78,10 where modifications are made as:
noise_variance = (1/s^2) *base noise_variance
gamma = s * base gamma
delta = s * base delta
3 samples are generated for each value of scaling factor.
true parameter:
s = 2
posterior samples
s = 4
posterior samples
s = 6
posterior samples
s = 8
posterior samples
s = 10
posterior samples
The text was updated successfully, but these errors were encountered: