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Multifidelity optimization

Multifidelity optimization combines evaluations of an objective at different levels of accuracy and cost to reduce optimization expense.

How 2 Manning books explain it

Bayesian Optimization in Action

Multifidelity optimization is optimization that combines evaluations of an objective with evaluations of lower-fidelity approximations having different costs and accuracies.

How it is used
Balances cheap approximations against costly objective evaluations during Bayesian optimization.
How deep it goes
Develops dataset encoding, multifidelity GP modeling, linear costs, ROI acquisition, and budget-based benchmarking; notes nonlinear BoTorch cost models without developing them.
Examples
Uses neural-network early stopping, simulations, the Forrester function, and multifidelity Branin approximations.
What you can do after
Apply it via BoTorch to fit a multifidelity GP, optimize a cost-aware MES policy, and compare recommendations by budget.

Read how Bayesian Optimization in Action explains multifidelity optimization →

Designing Deep Learning Systems: A guide for software engineers

An optimization approach that uses cheaper approximations of an objective at different fidelity levels to reduce evaluation cost.

How it is used
Positions multifidelity optimization as one of three algorithm families for automatic hyperparameter optimization.
How deep it goes
Keeps the treatment high level, deferring mathematical reasoning while supplying background for building or configuring an HPO system.
What you can do after
Evaluate HPO algorithm families against task constraints and choose an appropriate optimization and deployment approach.

Read how Designing Deep Learning Systems: A guide for software engineers explains multifidelity optimization →

Related concepts

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