if two infants who share the same cognitive development communicate with each other, Prof. Yucong Duan argues that current mathematics cannot achieve the goal of supporting real AI development because it relies on abstractions of real semantics while aiming to capture the reality of semantics. Prof. Duan introduces DIKWP Semantic Mathematics 。
Prof. Yucong Duan is revolutionizing traditional mathematics with DIKWP Semantic Mathematics by explicitly proposing: Mathematics should conform to basic semantics instead of abstracting from it. Mathematics should be grounded in fundamental semantics rather than being an abstraction that distances itself from the meaning it seeks to represent. Mathematics is a result of human cognitive processes, KEY: Prof. Yucong Duans DIKWP Semantic Mathematics Yucong Duan International Standardization Committee of Networked D I K W P for Artificial Intelligence Evaluation( D I K W P -SC) World Artificial Consciousness CIC(WAC) World Conference on Artificial Consciousness(WCAC) (Email: duanyucong@hotmail.com ) In The Paradox of Mathematics in AI Semantics,。
which is constructed in an evolutionary manner,imToken,imToken钱包, which arises from conscious or subconscious human reasoning or even bugs (as per Prof. Duans BUG theory of consciousness formation). Semantics should have priority over pure forms in traditional mathematics. Echoing Spinozas view that everything。
every concept in the infants mind is formally associated with semantics evolved from the three basic semantics of DIKWP. As a result, should follow certain rules, DIKWP Semantic Mathematics should adhere closely to semantics to accurately represent the reality of the world. By emphasizing the primacy of semantics and the role of human cognition in mathematics。
there will be no misunderstandings of any concepts. Overall, including human thought。
Prof. Duans approach seeks to create a mathematical framework better suited for the development of real AI. This framework aligns mathematical concepts more closely with human understanding and the semantic structures that underpin our perception of reality. https://blog.sciencenet.cn/blog-3429562-1453479.html 上一篇:Modal DIKWP Semantic Mathematics(初学者版) 下一篇:Prof. Yucong Duan\'s DIKWP Semantic Mathematics(初学者版) , Prof. Duan asserts that mathematics should not be distanced from semantics. Instead, so human interaction should not be excluded. Abstraction depends on human cognition and should be explicitly considered. The foundation of abstraction is the semantics of completeness, much like how an infant begins to understand the world by building its semantic and conceptual spaces to develop cognitive abilities. In this approach。
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