Kählérienne variety

A variety kählérienne or variety of Kähler is the data of a almost complex Structure $J$ on a differential Variété $M$, and of a square metric $g$, such as the field of operators $J$ is parallel for the Connection of Levi-Cevita, IE:

$DJ=0\; \backslash \; Leftrightarrow\; \backslash \; forall\; X,\; Y\; \backslash \; in\; T\_xM,\; \backslash ,\; D\_XJY=JD\_XY$

Random links:

1688 | Eugène Viollet-le-Duc | Vandoise | Merton College (Oxford) | Loutsch government | Daniele Padelli | Martin_Petrov

© 2007-2008 speedlook.com; article text available under the terms of GFDL, from fr.wikipedia.org