Automatic architecture search and hyperparameter optimization for PyTorch
- automl
- deep-learning
- tabular-data
- pytorch
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Automatic architecture search and hyperparameter optimization for PyTorch
Keras + Hyperopt: A very simple wrapper for convenient hyperparameter optimization
[ICLR 2020] Once for All: Train One Network and Specialize it for Efficient Deployment
Ergonomic machine learning for everyone.
Provide an input CSV and a target field to predict, generate a model + code to run it.
Hyper-parameter optimization for sklearn
Hyperparameter Experiments with TensorFlow and Keras
MLBox is a powerful Automated Machine Learning python library.
SMAC3: A Versatile Bayesian Optimization Package for Hyperparameter Optimization
An autoML framework & toolkit for machine learning on graphs.
Use evolutionary algorithms instead of gridsearch in scikit-learn
Machine Learning toolbox for Humans
The world's cleanest AutoML library ✨ - Do hyperparameter tuning with the right pipeline abstractions to write clean deep learning production pipelines. Let your pipeline steps have hyperparameter spaces. Design steps in your pipeline like components. Compatible with Scikit-Learn, TensorFlow, and most other libraries, frameworks and MLOps environments.
Accelerate your Neural Architecture Search (NAS) through fast, reproducible and modular research.
optimization routines for hyperparameter tuning
Hyperparameter optimization and feature selection for scikit-learn using evolutionary algorithms. A modern alternative to GridSearchCV and RandomizedSearchCV.
Support vector machines (SVMs) and related kernel-based learning algorithms are a well-known class of machine learning algorithms, for non-parametric classification and regression. liquidSVM is an implementation of SVMs whose key features are: fully integrated hyper-parameter selection, extreme speed on both small and large data sets, full flexibility for experts, and inclusion of a variety of different learning scenarios: multi-class classification, ROC, and Neyman-Pearson learning, and least-squares, quantile, and expectile regression.