Skip to content

team-approx-bayes/memory-perturbation

Folders and files

NameName
Last commit message
Last commit date

Latest commit

 

History

1 Commits
 
 
 
 
 
 
 
 
 
 
 
 

Repository files navigation

The Memory-Perturbation Equation

This repository contains code to reproduce experiments of the NeurIPS 2023 paper:

The Memory Perturbation Equation: Understanding Model's Sensitivity to Data
P. Nickl, L. Xu*, D. Tailor*, T. Möllenhoff, M.E. Khan
Paper: https://arxiv.org/abs/2310.19273

mpe fig1

Installation

To create a conda environment mpe with all necessary dependencies run: conda env create --file environment.yml

Additional information on dependencies

General information on the experiments

  • Results of example scripts are saved to examples/pickles/
  • The figures produced by plotting scripts are saved to examples/plots/
  • Argument --name_exp: This argument defines the name of the pickle file for storing the results of the example scripts. The same argument should be also used for the respective plotting script.
  • Argument --var_version: For experiments that use SGD or Adam and sensitivity computation with Laplace approximations, this arguments specifies a diagonal GGN (--var_version diag) or KFAC (--var_version kfac) approximation.
  • Argument --bs_jacs: The experiments have been tested on a Tesla V100 GPU with 16GB memory. To adjust for varying GPU memory size, the batch size for Jacobian computations can be modified with --bs_jacs.

Predicting generalization during training

  • 1_loo_iterations.py: This script reproduces Figs. 1(b), 5, 8, 9 and 10.
  • Flag --optim_var: This flag needs to be passed for experiments that compute sensitivities on-the-fly from the optimizer state of iBLR or Adam. For SGD or Adam with sensitivies from an additional Laplace variance computation the flag should not be set.
  • Plot with python plot_loo_iterations.py --name_exp XXX

In the following we provide exemplary commands for reproducing experiments.

Fig. 1(b): CIFAR10, ResNet20 with sensitivities from iBLR

python 1_loo_iterations.py --name_exp cifar10_resnet20_iblr --dataset CIFAR10 --model resnet20_frn --optimizer iblr --hess_init 0.01 --epochs 200 --lr 0.2 --lrmin 0 --bs 50 --delta 10 --bs_jacs 300 --optim_var

Fig. 5: FMNIST, LeNet5 with sensitivities from iBLR and from SGD with diagonal GGN / KFAC

python 1_loo_iterations.py --name_exp fmnist_lenet_iblr --dataset FMNIST --model lenet --optimizer iblr --hess_init 0.1 --epochs 100 --lr 0.1 --lrmin 0 --bs 256 --delta 60 --bs_jacs 500 --optim_var
python 1_loo_iterations.py --name_exp fmnist_lenet_sgd_diag --dataset FMNIST --model lenet --optimizer sgd --epochs 100 --lr 1e-2 --lrmin 1e-4 --bs 256 --delta 60 --bs_jacs 500 --var_version diag
python 1_loo_iterations.py --name_exp fmnist_lenet_sgd_kfac --dataset FMNIST --model lenet --optimizer sgd --epochs 100 --lr 1e-2 --lrmin 1e-4 --bs 256 --delta 60 --bs_jacs 500 --var_version kfac

Predicting generalization for hyperparameter tuning

  • 2_loo_l2reg.py: This script reproduces Fig. 4.
  • Plot with python plot_loo_l2reg.py --name_exp XXX

Fig. 4 (a): MNIST, MLP (500, 300)

python 2_loo_l2reg.py --name_exp mnist_mlp --dataset MNIST --model large_mlp --n_exp 100 --deltas_start 0 --deltas_stop 3 --optimizer sgd --epochs 500 --lr 1e-2 --lrmin 1e-3 --bs 256 --bs_jacs 50

Fig. 4 (b): FMNIST, LeNet5

python 2_loo_l2reg.py --name_exp fmnist_lenet --dataset FMNIST --model lenet --n_exp 100 --deltas_start 1 --deltas_stop 3 --optimizer adam --epochs 300 --lr 1e-1 --lrmin 1e-3 --bs 256 --bs_jacs 500

Estimated deviations correlate with the truth

  • 3_validation_sensitivities.py: This script reproduces the results of Fig. 2.
  • Plot with python plot_validation_sensitivities.py --name_exp XXX

Fig. 2 (a): MNIST, MLP (500, 300)

python 3_validation_sensitivities.py --name_exp mnist_mlp --dataset MNIST --model large_mlp --delta 100 --epochs 500 --lr 1e-2 --lrmin 1e-3 --n_retrain 1000 --epochs_retrain 300 --lr_retrain 1e-3 --lrmin_retrain 1e-4 --bs 256 --bs_jacs 50

Fig. 2 (b): FMNIST, LeNet5

python 3_validation_sensitivities.py --name_exp fmnist_lenet --dataset FMNIST --model lenet --delta 100 --epochs 300 --lr 1e-1 --lrmin 1e-3 --n_retrain 1000 --epochs_retrain 200 --lr_retrain 1e-3 --lrmin_retrain 1e-4 --bs 256 --bs_jacs 500

Fig. 2 (c): CIFAR10, CNN

python 3_validation_sensitivities.py --name_exp cifar10_cnn --dataset CIFAR10 --model cnn_deepobs --delta 250 --epochs 500 --lr 1e-2 --lrmin 1e-4 --n_retrain 100 --epochs_retrain 300 --lr_retrain 1e-4 --lrmin_retrain 1e-5 --bs 256 --bs_jacs 20

Evolution of sensitivities during training

  • 4_evolving_sensitivities.py: This script reproduces the results of Figs. 3 (b), 11 (b) and 11 (c).
  • Plot with python plot_evolving_sensitivities.py --name_exp XXX
  • In the paper we have used an earlier version of the iBLR optimizer (for this experiment only). The updated version used in this repository is linked in the section "dependencies" and reproduces the results of the paper qualitatively.

Fig. 3 (b): FMNIST, LeNet

python 4_evolving_sensitivities.py --name_exp fmnist_lenet --dataset FMNIST --model lenet --hess_init 0.1 --epochs 100 --lr 0.1 --lrmin 0 --bs 256 --delta 60 --bs_jacs 500

Fig. 11 (b): MNIST, MLP (500, 300)

python 4_evolving_sensitivities.py --name_exp mnist_mlp --dataset MNIST --model large_mlp --hess_init 0.1 --epochs 100 --lr 0.1 --lrmin 0 --bs 256 --delta 30 --bs_jacs 50

Fig. 11 (c): CIFAR10, ResNet20

python 4_evolving_sensitivities.py --name_exp cifar10_resnet20 --dataset CIFAR10 --model resnet20_frn --hess_init 0.1 --epochs 300 --lr 0.1 --lrmin 0 --bs 512 --delta 35 --bs_jacs 300

Troubleshooting

Please open an issue in this repository or contact Peter.

How to cite

@inproceedings{NicklXu2023mpe,
 author = {Nickl, Peter and Xu, Lu and Tailor, Dharmesh and M\"{o}llenhoff, Thomas and Khan, Mohammad Emtiyaz},
 booktitle = {Advances in Neural Information Processing Systems},
 editor = {A. Oh and T. Neumann and A. Globerson and K. Saenko and M. Hardt and S. Levine},
 pages = {26923--26949},
 publisher = {Curran Associates, Inc.},
 title = {The Memory-Perturbation Equation: Understanding Model's Sensitivity to Data},
 url = {https://proceedings.neurips.cc/paper_files/paper/2023/file/550ab405d0addd3de5b70e57b44878df-Paper-Conference.pdf},
 volume = {36},
 year = {2023}
}

About

Code for "The Memory Perturbation Equation: Understanding Model’s Sensitivity to Data", NeurIPS 2023.

Resources

License

Stars

Watchers

Forks

Releases

No releases published

Packages

No packages published

Languages