Titlebook: Lectures on Clifford (Geometric) Algebras and Applications; Rafal Ablamowicz,William E. Baylis,Garret Sobczyk, Textbook 2004 Birkh?user Bo

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osystems (Schaeffer et al., 1988). As found in human/nonhuman animal health studies, disease states of ecosystems must be recognized before disease is of clinical magnitude. This paper discusses a comprehensive, systematic approach to ecosystem analysis based on identification and quantification of

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Clifford Bundles and Clifford Algebras,lly believed that the study of Riemannian (positive definite) metrics (infinitesimal distance functions) will ultimately be relevant to the more directly physical problem of Lorentz signature metrics, via principles of analytic continuation in signature. This adds impetus to the natural mathematical

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William E. Baylis identified in uncontrolled hazardous waste sites or that have been in- advertently released into the environment is large and data on how thes~ substances are modified as they interact with one another as they migrate through soil, air, and water are limited. There are also limits on our un- dersta

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