Difference between revisions of "Grading induced by brane structures"

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'''TODO:''' Given a [[brane structure]] for each Lagrangian <math>L_0,L_1\subset M</math> specify grading on <math>\text{Hom}(L_0,L_1)</math>, then specify and prove grading of composition maps
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'''TODO:''' Given a [[brane structure]] for each Lagrangian <math>L_0,L_1\subset M</math> specify grading on <math>\text{Hom}(L_0,L_1)</math>, then specify and prove that composition operation <math>\mu^d</math> has degree <math>2-d</math>.

Latest revision as of 17:57, 26 May 2017

table of contents

TODO: Given a brane structure for each Lagrangian L_{0},L_{1}\subset M specify grading on {\text{Hom}}(L_{0},L_{1}), then specify and prove that composition operation \mu ^{d} has degree 2-d.