Titlebook: Mathematical Knowledge Management; 4th International Co Michael Kohlhase Conference proceedings 2006 Springer-Verlag Berlin Heidelberg 2006

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Tetsuo Ida,Hidekazu Takahashi,Mircea MarinFocuses on Asian American population, allowing greater depth.Neuropschology with Asians and Asian Americans .Practical and Theoretical Considerations.?.J. Mark Davis and Rik Carl D‘Amato, editors.?.?.The challenge of cultural competence for health providers is more than the recognition of other ethn

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Zenon KulpaFocuses on Asian American population, allowing greater depth.Neuropschology with Asians and Asian Americans .Practical and Theoretical Considerations.?.J. Mark Davis and Rik Carl D‘Amato, editors.?.?.The challenge of cultural competence for health providers is more than the recognition of other ethn

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An Exploration in the Space of Mathematical Knowledge about form and content of knowledge, about its structure, and epistemological nature that shape the MKM systems, but a conceptual model is missing..In this paper we try to rationalize this discussion to give MKM a firmer footing, to start a discussion among MKM researchers and help relate the MKM i

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bronchodilator

Translating Mathematical Vernacular into Knowledge Repositoriesise a number of questions and problems in fully formal languages (see [4]). This becomes even more important for repositories in which properties of the defined functions are not only stated, but also proved correct. In this paper we investigate function definitions in the Mizar system. Though most

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Assisted Proof Document Authoringossible, they still take an inordinate amount of effort and time, and there is a significant gap between the resulting formalised machine-checkable proof scripts and the corresponding human-readable mathematical texts. We present an authoring system for formal proof which addresses these concerns. I

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Textbook Proofs Meet Formal Logic – The Problem of Underspecification and Granularitygnificant shortcoming of mathematical proof assistance systems is that they require the fully formal representation of mathematical content, whereas in mathematical practice an informal, natural-language-like representation where obvious parts are omitted is common. We aim to support mathematical pa

Angiogenesis

Processing Textbook-Style Matricesn in these representations available in electronic form they have to be interpreted correctly. We present an algorithm that provides the interface between the textbook style representation of matrix expressions and their concrete interpretation as formal mathematical objects. Given an underspecified