Codimension 2
From Mathematics
(→Motivation) |
(→The dilogarithm) |
||
Line 128: | Line 128: | ||
* Introduction of the dilogarithm via integral formula and power series <ref name="Zag07"/> | * Introduction of the dilogarithm via integral formula and power series <ref name="Zag07"/> | ||
− | * Multivalence and how this is solved by considering the values as a cosets of certain unipotent matrices. Present the ideas from <ref name="Ram82"/> but restricted to the dilogarithm. (A theoretical, more modern explanation in terms of mixed Hodge structures can be found in <ref name="Blo91"/> but this should not be presented this way (yet).) | + | * Multivalence (dependence of paths of integration) and how this problem is solved by considering the values as a cosets of certain unipotent matrices. Present the ideas from <ref name="Ram82"/> but restricted to the dilogarithm. (A theoretical, more modern explanation in terms of mixed Hodge structures can be found in <ref name="Blo91"/> but this should not be presented this way (yet).) |
* The five term relation and special values | * The five term relation and special values | ||
** Present Theorem 7.4.4 from <ref name="Blo10"/> and its proof | ** Present Theorem 7.4.4 from <ref name="Blo10"/> and its proof |