Tag Info

Hot answers tagged

2

Comments to the question (v2): One can define left and right exterior derivatives $$ d_L(\omega\wedge\eta)~=~(d_L\omega)\wedge\eta + (-1)^{|\omega|}\omega\wedge d_L\eta \tag{L}, $$ $$ d_R(\omega\wedge\eta)~=~(-1)^{|\eta|} (d_R\omega)\wedge\eta + \omega\wedge d_R\eta \tag{R}, $$ $$ d_R\omega~=~(-1)^{|\omega|}d_L \omega, \tag{C}$$ where $\omega, ...



Only top voted, non community-wiki answers of a minimum length are eligible