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Abstract
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Starting with Reidemeister moves, Gauss theory and Borromean ring in knot theory, we will state some of our works on higher linking invariance. The theme is perturbative quantum field theory which generalizes Gauss theory in a profound way. For the proof of invariance we introduce knot symbols and generalized Reidemeister moves which will make all arguments combinatoric and graphic. Part of this talk is a joint work with Louis Kauffman.
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