Notes for AKT-091006/0:00:02: Difference between revisions

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Where we are in the diagram: usual knots, low algebra (Lie-algebra)
Where we are in the diagram: usual knots, low algebra (Lie-algebra)


Goal: Given finite dimensional metrized Lie-algebra and a finite presentation, we will construct a functional <math>: A(O) \rightarrow k</math> (base field)
''Goal'': Given a finite-dimensional, metrized Lie algebra <math>\mathcal{G}</math> and a finite-dimensional representation <math>R</math>, we will construct a functional <math>W_{\mathcal{G},R}: A(O) \rightarrow k</math> (the base field).

Latest revision as of 22:33, 27 October 2011

Where we are in the diagram: usual knots, low algebra (Lie-algebra)

Goal: Given a finite-dimensional, metrized Lie algebra and a finite-dimensional representation , we will construct a functional (the base field).