Representation Optimization with Feature Selection and Manifold Learning in a Holistic Classification Framework
Fabian Bürger, Josef Pauli · 2015
Many complex and high dimensional real-world classification problems require a carefully chosen set of features, algorithms and hyperparameters to achieve the desired generalization performance. The choice of a suitable feature representation has a great effect on the prediction performance. Manifold learning techniques â?? like PCA, Isomap, Local Linear Embedding (LLE) or Autoencoders â?? are able to learn a better suitable representation automatically. However, the performance of a manifold learner heavily depends on the dataset. This paper presents a novel automatic optimization framework that incorporates multiple manifold learning algorithms in a holistic classification pipeline together with feature selection and multiple classifiers with arbitrary hyperparameters. The highly combinatorial optimization problem is solved efficiently using evolutionary algorithms. Additionally, a multi-pipeline classifier based on the optimization trajectory is presented. The evaluation on several datasets shows that the proposed framework outperforms the Auto-WEKA framework in terms of generalization and optimization speed in many cases.