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i took some time to refactor the code in order to make it work with the latest version of tf and tfp.
If you have some free time, it would be great if you could test if it works on your machine.
703b68b
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Old Faithful
Learning Curve
Metrics
Min of loss: -0.748699426651001
Parameter Vector
Flow
Results
703b68b
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Old Faithful
Learning Curve
Metrics
Min of loss: -0.6988195776939392
Parameter Vector
Flow
Results
703b68b
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Bimodal Model
Learning Curve
Learning Curve
Metrics
Results
Parameter Vector for x = 1
BernsteinFlow:
invert_chain_of_bpoly_of_scale1_of_shift1:
chain_of_bpoly_of_scale1_of_shift1:
bpoly: [-3. -2.086549 -1.1730981 -0.61390036 -0.12805605 -0.128044
-0.128034 -0.128024 -0.128014 -0.128004 -0.127994 -0.127984
-0.127974 -0.127964 -0.127954 -0.1279016 16.778963 16.85717
16.935377 ]
scale1: 0.42007723450660706
shift1: 0.6088889837265015
Flow
Bijector
703b68b
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Bimodal Model
Learning Curve
Learning Curve
Metrics
Results
Parameter Vector for x = 1
BernsteinFlow:
invert_chain_of_bpoly_of_scale1_of_shift1:
chain_of_bpoly_of_scale1_of_shift1:
bpoly: [-3.0000002 -2.0772877 -1.1545751 -0.10105002 -0.09790469 -0.09789469
-0.09788469 -0.09787469 -0.09786469 -0.0978547 -0.0978447 -0.0978347
-0.0978247 -0.0978147 -0.0978047 -0.0977947 44.076836 44.076847
44.07686 ]
scale1: 0.3852212429046631
shift1: 0.6199966669082642
Flow
Bijector
703b68b
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Hey @oduerr,
i took some time to refactor the code in order to make it work with the latest version of
tf
andtfp
.If you have some free time, it would be great if you could test if it works on your machine.
Cheers,
Marcel