Trees | Indices | Help |
---|
|
|
|||
L_P Helas Object for an Impulsion |
|||
P Helas Object for an Impulsion |
|||
L_PBar Helas Object for an Impulsion |
|||
PBar Helas Object for an Impulsion |
|||
L_PVec Helas Object for an Impulsion |
|||
PVec Helas Object for an Impulsion |
|||
L_Tnorm Helas Object for DSQRT(Px^2+Py^2+pz^2) |
|||
Tnorm | |||
L_TnormZ Helas Object for DSQRT(Px^2+Py^2+pz^2) + PZ |
|||
TnormZ | |||
L_FermionWP Helas Object for DSQRT(Px^2+Py^2+pz^2) |
|||
FermionWP | |||
L_FermionWM Helas Object for DSQRT(Px^2+Py^2+pz^2) |
|||
FermionWM | |||
L_PSlash Gamma Matrices |
|||
PSlash | |||
L_Mass Helas Object for a Mass |
|||
Mass | |||
L_Coup Helas Object for a Mass |
|||
Coup | |||
L_FCT Helas Object for a Mass |
|||
FCT | |||
L_OverMass2 Helas Object for 1/M**2 |
|||
OverMass2 | |||
L_PT Helas Object for an Impulsion |
|||
PT Helas Object for an Impulsion |
|||
L_Width Helas Object for an Impulsion |
|||
Width | |||
L_Param Object for a Model Parameter |
|||
Param | |||
L_Scalar Helas Object for a Spinor |
|||
Scalar | |||
L_Spinor Helas Object for a Spinor |
|||
Spinor Helas Object for a Spinor |
|||
L_Vector Helas Object for a Vector |
|||
Vector | |||
L_Spin3Half Helas Object for a Spin2 |
|||
Spin3Half | |||
L_Spin2 Helas Object for a Spin2 |
|||
Spin2 | |||
L_Gamma Gamma Matrices |
|||
Gamma | |||
L_Sigma Sigma Matrices |
|||
Sigma | |||
L_Gamma5 A symbolic Object for All Helas object. |
|||
Gamma5 | |||
L_C A symbolic Object for All Helas object. |
|||
C | |||
L_Epsilon The fully anti-symmetric object in Lorentz-Space |
|||
Epsilon | |||
L_Metric A symbolic Object for All Helas object. |
|||
Metric | |||
L_Identity A symbolic Object for All Helas object. |
|||
Identity | |||
L_IdentityL A symbolic Object for All Helas object. |
|||
IdentityL | |||
L_ProjM A object for (1-gamma5)/2 |
|||
ProjM | |||
L_ProjP A object for (1+gamma5)/2 |
|||
ProjP | |||
L_EPSL eps^mu_L (polarization vector) (kx**2+ky**2+kz**2, E*kz, E*ky, E*kz) the normalization 1/m *|ec{k} is NOT include |
|||
EPSL | |||
L_EPST1 eps^mu_1 (polarization vector) (0, kx kz , ky kz, -k_T^2) the normalization 1/k_T / norm(k) is NOT include |
|||
EPST1 | |||
L_EPST2 eps^mu_+ (polarization vector) (0, ky k_T , -i kx k_T, 0) |
|||
EPST2 | |||
L_UFP A symbolic Object for All Helas object. |
|||
UFP | |||
L_UFM A symbolic Object for All Helas object. |
|||
UFM | |||
L_UFPC A symbolic Object for All Helas object. |
|||
UFPC | |||
L_UFMC A symbolic Object for All Helas object. |
|||
UFMC | |||
L_VFP A symbolic Object for All Helas object. |
|||
VFP | |||
L_VFPC A symbolic Object for All Helas object. |
|||
VFPC | |||
L_VFM A symbolic Object for All Helas object. |
|||
VFM | |||
L_VFMC A symbolic Object for All Helas object. |
|||
VFMC | |||
DenominatorPropagator The Denominator of the Propagator |
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|||
|
|
|||
fsign = -1
|
|||
__package__ = None hash(x) |
|
Check if 2 permutations are of equal parity. Assume that both permutation lists are of equal length and have the same elements. No need to check for these conditions. |
Trees | Indices | Help |
---|
Generated by Epydoc 3.0.1 on Fri Aug 21 11:18:25 2020 | http://epydoc.sourceforge.net |