Bachelor Thesis Open Access
Heine, Greta Sophie
{ "@context": "https://schema.org/", "@type": "ScholarlyArticle", "contributor": [], "creator": [ { "@type": "Person", "affiliation": "KIT/ETP", "name": "Heine, Greta Sophie" } ], "datePublished": "2019-11-04", "description": "<p>This thesis enhances the understanding of Neural Network (NN) trainings by<br>\ninvestigation of the learning process especially focusing on the dependence<br>\nof the NN output on the input space for given tasks. For this purpose, the<br>\nNN function is decomposed into a Taylor expansion. The Taylor coefficients<br>\nserve as a metric to illustrate the influence of input space features on the<br>\noutput at each step of the training. Both, the arithmetic mean values of the<br>\nTaylor coefficients and their dependence on each point of the input space are<br>\ninvestigated, giving new insights into the decision taking of NNs.</p>", "headline": "Illustration of the Neural Network Learning Process during Training", "image": "https://publish.etp.kit.edu/static/img/logos/zenodo-gradient-round.svg", "inLanguage": { "@type": "Language", "alternateName": "eng", "name": "English" }, "keywords": [ "neural network, training, Taylor expansion" ], "name": "Illustration of the Neural Network Learning Process during Training", "url": "https://publish.etp.kit.edu/record/21984" }