Computational Modeling Approaches for Large Scale Machine Learning – Deep learning models have become widely used in many data science tasks in recent years. On the one hand, deep neural networks (DNNs) have proven highly successful in many datasets. On the other hand, in a variety of learning tasks, such as face recognition, image retrieval, image categorization and language modeling, DNNs are able to learn relevant features as well. For example, in this paper, a DNN trained to recognize sentences and sentences as well as sentences belonging to other sentences, is compared to a DNN trained with respect to word segmentation. Results from experiments on MNIST and CIFAR-10 show that our approach significantly outperforms the state-of-the-art DNNs in terms of recognition accuracy, language modeling and retrieval.
A popular approach to multi-task learning based on the Dirichlet process is to learn a single set of subroutines in a graph for performing the task, but the underlying process is not known. On the other hand, it is possible to infer the underlying mechanism for each single subroutine from its output, which is an NP-hard task, since these subroutines are unknown for the same underlying process. We propose to reconstruct multi-task learning in the general setting of multi-iteration learning in the Dirichlet process. We prove the theorem that these model-based results are true and that a typical approach to multi-iteration learning is to learn a single model of a given task in terms of any of a set of subroutines. We also prove that the model-based results are true since the model-based results are obtained from a Bayesian network in the Dirichlet process. Finally, we empirically demonstrate that the proposed multi-iteration learning method outperforms the current state-of-the-art multi-iteration learning approaches.
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Multilayer Sparse Bayesian Learning for Sequential Pattern MiningA popular approach to multi-task learning based on the Dirichlet process is to learn a single set of subroutines in a graph for performing the task, but the underlying process is not known. On the other hand, it is possible to infer the underlying mechanism for each single subroutine from its output, which is an NP-hard task, since these subroutines are unknown for the same underlying process. We propose to reconstruct multi-task learning in the general setting of multi-iteration learning in the Dirichlet process. We prove the theorem that these model-based results are true and that a typical approach to multi-iteration learning is to learn a single model of a given task in terms of any of a set of subroutines. We also prove that the model-based results are true since the model-based results are obtained from a Bayesian network in the Dirichlet process. Finally, we empirically demonstrate that the proposed multi-iteration learning method outperforms the current state-of-the-art multi-iteration learning approaches.
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