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But are machine learning models not statistical models? There is sample data which is statistics, and the objective function is also statistics, eg mean square
by jsinai 6y ago
But are machine learning models not statistical models? There is sample data which is statistics, and the objective function is also statistics, eg mean square error or negative log-likelihood or ELBO. And if you’re using stochastic gradient descent or a form of it, then that has statistical properties.
I don’t see any clear distinction between machine learning and statistics. Machine learning is a type of statistical model which relies on iterative optimization.
Bayesian inference on the other hand is a specific type of statistical model where the aim is to model distributions, not just the output variable (which is what ML is traditionally focused on).
And yes there is overlap, you can take a Bayesian approach to machine learning and that can make total sense sometimes.
- borroka 6y ago"Bayesian inference on the other hand is a specific type of statistical model where the aim is to model distributions, not just the output variable (which is what ML is traditionally focused on)." - What distribution are you referring to? One of the advantages of the Bayesian approach (in the context of models and not of probability, it is not a model, it is a way of estimating the values of the parameters of a model) is that it provides a proper statistical distribution—and not a distribution based on theoretical formulas that require certain assumption to be true to have certain properties—of parameters and model predictions. You can read more at https://www.fharrell.com/post/stat-ml/ https://www.fharrell.com/post/stat-ml/ (Frank Harrell is a top statistician who was once a frequentist and now is a bayesian. He writes also on the differences between ML and SM and how to choose between the two)