AI Bibliography
AI Bibliography |
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Wang, Y. 2016, Deep reasoning and thinking beyond deep learning by cognitive robots and brain-inspired systems. Paper presented at 2016 IEEE 15th International Conference on Cognitive Informatics & Cognitive Computing (ICCI* CC). |
| Resource type: Proceedings Article BibTeX citation key: Wang2016a View all bibliographic details  |
Categories: Artificial Intelligence, Cognitive Science, Computer Science, Data Sciences, Decision Theory, General Subcategories: Augmented cognition, Big data, Decision making, Deep learning, Human decisionmaking, Informatics, Machine intelligence, Machine learning Creators: Wang Publisher: Collection: 2016 IEEE 15th International Conference on Cognitive Informatics & Cognitive Computing (ICCI* CC) |
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Summary form only given. Recent basic studies reveal that AI problems are deeply rooted in both the understanding of the natural intelligence and the adoption of suitable mathematical means for rigorously modeling the brain in machine understandable forms. Learning is a cognitive process of knowledge and behavior acquisition. Learning can be classified into five categories known as object identification, cluster classification, functional regression, behavior generation, and knowledge acquisition. A fundamental challenge to knowledge learning different from the deep and recurring neural network technologies has led to the emergence of the field of cognitive machine learning on the basis of recent breakthroughs in denotational mathematics and mathematical engineering. This keynote lecture presents latest advances in formal brain studies and cognitive systems for deep reasoning and deep learning. It is recognized that key technologies enabling cognitive robots mimicking the brain rely not only on deep learning, but also on deep reasoning and thinking towards machinable thoughts and cognitive knowledge bases built by a cognitive systems. A fundamental theory and novel technology for implementing deep thinking robots are demonstrated based on concept algebra, semantics algebra, and inference algebra.
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