Computing cobordism maps in link Floer homology and the reduced Khovanov TQFT
We study the maps induced on link Floer homology by elementary decorated link cobordisms. We compute these for births, deaths, stabilizations, and destabilizations, and show that saddle cobordisms can be computed in terms of maps in a decorated skein exact triangle that extends the oriented skein ex...
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| Format: | Journal article |
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Springer
2017
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