MTLPD[mu,nu,n,nb]
denotes the positive component in the lightcone decomposition of the metric tensor along the vectors n
and nb
. It corresponds to .
If one omits n
and nb
, the program will use default vectors specified via $FCDefaultLightconeVectorN
and $FCDefaultLightconeVectorNB
.
Overview, Pair, FVLPD, FVLND, FVLRD, SPLPD, SPLND, SPLRD, MTLND, MTLRD.
[\[Mu], \[Nu], n, nb] MTLPD
StandardForm[MTLPD[\[Mu], \[Nu], n, nb] // FCI]
Notice that the properties of n
and nb
vectors have to be set by hand before doing the actual computation
[\[Mu], \[Nu], n, nb] FVD[p, \[Mu]] // Contract MTLPD
[\[Mu], \[Nu], n, nb] FVD[p, \[Nu]] // Contract MTLPD
[\[Mu], \[Nu], n, nb] FVD[n, \[Nu]] // Contract MTLPD
[]
FCClearScalarProducts[n] = 0;
SPD[nb] = 0;
SPD[n, nb] = 2; SPD
[\[Mu], \[Nu], n, nb] FVD[n, \[Nu]] // Contract MTLPD
[] FCClearScalarProducts