Posterior Probability

P(x|θ): direct probability

It gives the probability of contingent events (i.e. observed data) for a given hypothesis (i.e. a model with known parameters θ)

L(θ)=P(x|θ): likelihood

It quantifies the likelihood that the observed data would have been observed as a function of the unknown model parameters (it can be used to rank the plausibility of model parameters but it is not a probability density for θ)

P(θ|x): inverse probability = posterior probability

Starting from observed events and a model, it gives the probability of the hypotheses that may explain the observed data (i.e. of the unknown model parameters)

Proximal Policy Gradient

Regression using Neural Network in Keras (Boston, Hyderabad dataset)