Deep Neural Network Hyperparameter Optimization with Genetic Algorithms
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1 Deep Neural Network Hyperparameter Optimization with Genetic Algorithms EvoDevo A Genetic Algorithm Framework Aaron Vose, Jacob Balma, Geert Wenes, and Rangan Sukumar Cray Inc. October 2017 Presenter Vose, A et al Slide 1
2 EvoDevo Motivation and Description Improve time-to-accuracy as well as accuracy in DNN training Take the trial-and-error out of DNN training Genetic / Evolutionary Algorithm (GA/EA) framework. Use a fitness function and crossover and migration mechanisms to evolve local, somewhat isolated pools (demes) of hyperparameters over multiple generations per training epoch Optimization of neural network hyperparameters and topology: Number of filters, kernel size of convolutional layers. Size of fully-connected layers. Dropout rate and momentum used during training. Vose, A et al Slide 2
3 EvoDevo Built into existing CNNs Support for multiple toolkits (Google s TensorFlow, Microsoft s Cognitive Toolkit, Keras and others) C wrapper provides generic interface, multi-node support via MPI. References Inspired by previous work in theoretical biology at UTK [1]. See also recent MENNDL work out of ORNL [6]. Vose, A et al Slide 3
4 Datasets MNIST: Size: 70,000 images 60,000 train and 10,000 test Resolution: greyscale pixels Classes: 10 classes one each for digits 0-9 Figure 1: Selected example images from MNIST [4]. Vose, A et al Slide 4
5 Datasets CIFAR-10: Size: 60,000 images 50,000 train and 10,000 test Resolution: color pixels Classes: 10 classes airplane, bird, cat,... Figure 2: Selected example images from CIFAR-10 [3]. Vose, A et al Slide 5
6 NN Architectures LeNet-5 in TensorFlow: Model: 7-Layer (5 hidden) LeNet [5] ToolKit: Google s TensorFlow Language: Python code calling TF API Figure 3: LeNet-5 neural network architecture. Vose, A et al Slide 6
7 NN Architectures ResNet-110 in CNTK: Model: 110-Layer ResNet [2] ToolKit: Microsoft s CNTK Language: Configuration script read by CNTK (C++) Figure 4: ResNet neural network architecture (34 layers shown for clarity). Vose, A et al Slide 7
8 Results Time to Accuracy LeNet-5, MNIST, TensorFlow: Model: 7-Layer (5 hidden) LeNet Momentum: 1e 4 1e 3 Topology: 5 32, 5 64, , 5 32, 512 c1kern c1filt, c2kern c2filt, fullconn Gain: 70% reduction in training time to validation accuracy of 99.1%. Genetic Algorithm: Fitness function: Optimization time: 5 samples of: training time to 99.1% accuracy. 24 hours Vose, A et al Slide 8
9 Results Time to Accuracy Figure 5: Validation accuracy during training. Vose, A et al Slide 9
10 Results Final Accuracy ResNet-110, CIFAR-10, CNTK: Model: 110-Layer ResNet Topology: 16, 32, 64 32, 15, 128 cstack1filt, cstack2filt, cstack3filt Error: Gain: 6.35% initial 5.91% optimized 7% reduction in final top-1 classification error Genetic Algorithm: Fitness function: Optimization time: 3 samples of: validation accuracy at 2 epochs. 24 hours Vose, A et al Slide 10
11 Results Final Accuracy Figure 6: Best individual s two-epoch validation accuracy improves over successive generations of EvoDevo s evolutionary algorithm. Vose, A et al Slide 11
12 Genetic Algorithm Life Cycle Details Typical Parameters PARAM EPOCHS = PARAM GENERATIONS = PARAM DEMES = 31 epochs 5 generations per epoch 4 demes (local populations) in 2 2 grid PARAM POPULATION SIZE = 4 demes * 25 to 85 individuals Infrastructure Results obtained on 16 Cray XC-50 nodes with NVIDIA P100s Vose, A et al Slide 12
13 Genetic Algorithm Life Cycle Details Generations and Epochs g 0 P g initial population while g < PARAM GENERATIONS: p P g : p.runtime execute( p ) p P g : p.fitness e ((p.runtime min)/(max min))2 while P (g+1) < PARAM POPULATION SIZE: p a p P g with probability p.fitness q.fitness q Pg p.fitness q.fitness q Pg p b p P g with probability c mutate( crossover( p a, p b ) ) P (g+1) P (g) {c} g g + 1 if MOD( g, PARAM GENERATIONS/PARAM EPOCHS ) == 0: migrate best population member( north, south, east, west ) Vose, A et al Slide 13
14 Genetic Algorithm Life Cycle Details Crossover Figure 7: Crossover combines the hyperparameters of two parents to create a new child. Vose, A et al Slide 14
15 Genetic Algorithm Life Cycle Details Migration Figure 8: Migration copies the best individuals to neighboring demes each epoch. Vose, A et al Slide 15
16 Conclusions Evolution of DNN Topologies and Hyperparameters with EvoDevo HPC-scalable solution for exploration of DNN topologies and hyperparameters Simultaneous evolution of hyperparameters and topology widens search space, maximizes training speed or validation accuracy Supports individuals with distributed training node-sets (via MPI), enabling large data-parallel training tasks Population size scales with machine resources Time-to-Accuracy: Shown to significantly improve training time for DNNs Selects for individuals who reach target accuracy fastest Final Accuracy: Shown to improve validation accuracy over a known best-topology on CIFAR-10 Prunes search space of topologies when a good starting topology is not known (applies to new datasets, similar to MENNDL) Vose, A et al Slide 16
17 Future Work Expand Hyperparameter Evolution: Stride of convolutional and pooling layers. Number of convolutional and fully-connected layers. Activation function (e.g., logistic, tanh, ReLU). Random seed value for better initial weights. Larger Runs: Larger data sets such as CIFAR-100 and ImageNet. Larger EvoDevo runs on more compute nodes. New Applications: Unsupervised learning with Generative Adversarial Networks (GANs). Vose, A et al Slide 17
18 References Bibliography: S. Gavrilets and A. Vose. Dynamic patterns of adaptive radiation. Proceedings of the National Academy of Sciences of the United States of America, 102(50): , K. He, X. Zhang, S. Ren, and J. Sun. Deep residual learning for image recognition. In Proceedings of the IEEE conference on computer vision and pattern recognition, pages , A. Krizhevsky and G. Hinton. Learning multiple layers of features from tiny images Y. LeCun. The mnist database of handwritten digits. lecun. com/exdb/mnist/. Y. LeCun, L. Bottou, Y. Bengio, and P. Haffner. Gradient-based learning applied to document recognition. Proceedings of the IEEE, 86(11): , T. E. Potok, C. D. Schuman, S. R. Young, R. M. Patton, F. Spedalieri, J. Liu, K.-T. Yao, G. Rose, and G. Chakma. A study of complex deep learning networks on high performance, neuromorphic, and quantum computers. In Proceedings of the Workshop on Machine Learning in High Performance Computing Environments, pages IEEE Press, Vose, A et al Slide 18
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