Title of article
Differential geometry of Grassmannian embeddings of based loop groups
Author/Authors
Spera، Mauro نويسنده , , Wurzbacher، Tilmann نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2000
Pages
-42
From page
43
To page
0
Abstract
Taxonomies are an important part of conceptual modeling. They provide substantial structural information, and are typically the key elements in integration efforts, however there has been little guidance as to what makes a proper taxonomy. We have adopted several notions from the philosophical practice of formal ontology, and adapted them for use in information systems. These tools, identity, essence, unity, and dependence, provide a solid logical framework within which the properties that form a taxonomy can be analyzed. This analysis helps make intended meaning more explicit, improving human understanding and reducing the cost of integration.
Keywords
Restricted Grassmannian , based loop groups , infinite dimensional differential geometry , submanifold geometry , regularized Ricci curvature
Journal title
DIFFERENTIAL GEOMETRY & APPLICATIONS
Serial Year
2000
Journal title
DIFFERENTIAL GEOMETRY & APPLICATIONS
Record number
31060
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