Prior distributions?
Hi everyone! Does anyone know which prior distributions does Dynamic Yield use for conversion rate and for Average Revenue Per User?
Does it uses non-informative priors or subjective priors? And in each case, how do they model them, with what parameters?
Thanks!
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Hi Ezequiel,
for binary metrics like CR:
- Set a minimum P2BB value to declare a winner
- Prior distribution - Beta(1,1)
- Gather experiment data per variation, namely # of successes (S) and # of observations (N)
- Posterior distribution Beta (S+1,N-S+1)
- Sample n observations from each posterior (Monte-Carlo)
- Calculate P2BB by comparing samples
for non-binary metrics like AOV
- Set a minimum P2BB value to declare a winner
- Prior distribution - Gamma(K,T)
- Gather experiment data per variation, namely # of purchases (N) and sum of all purchases values (S)
- Posterior distribution of 1/AOV is Gamma(K+N, T/(1+T*S)
- Sample n observations from each posterior (Monte-Carlo)
- Transform each sampled value to 1/(sampled value)
- Calculate P2BB by comparing transformed samples
Hope that helps, Kamal
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