Titlebook: Hopf Algebras and Their Generalizations from a Category Theoretical Point of View; Gabriella B?hm Book 2018 Springer Nature Switzerland AG

暗語(yǔ)

Bronchial-Tubes

Gabriella B?hmhe shelf by non-experts. To be effective in practice, such systems need to automatically choose a good algorithm and feature preprocessing steps for a new dataset at hand, and also set their respective hyperparameters. Recent work has started to tackle this . problem with the help of efficient Bayes

Affectation

Gabriella B?hmhe shelf by non-experts. To be effective in practice, such systems need to automatically choose a good algorithm and feature preprocessing steps for a new dataset at hand, and also set their respective hyperparameters. Recent work has started to tackle this . problem with the help of efficient Bayes

可忽略

Arrhythmia

Gabriella B?hmted at introductory and intermediate audiencesThis book disseminates and promotes the recent research progress and frontier development on AutoML and meta-learning as well as their applications on computer vision, natural language processing, multimedia and data mining related fields. These are exci

obeisance

Gabriella B?hmted at introductory and intermediate audiencesThis book disseminates and promotes the recent research progress and frontier development on AutoML and meta-learning as well as their applications on computer vision, natural language processing, multimedia and data mining related fields. These are exci

invulnerable

中止

Introduction,s made possible by their common feature of a closed monoidal structure of the category of modules—lifted from different base categories in each case of the discussed Hopf algebra-like structures. In category theoretical terms, liftings of (closed) monoidal structures to module categories correspond

核心

irritation

(Hopf) Bimonads,m are studied. The general theory of lifting (explained in Chap. .) is applied to the functors and natural transformations constituting the monoidal structure of the base category. A bijection is proven between the liftings of the monoidal structure of the base category to the Eilenberg-Moore catego