- #1
praharmitra
- 311
- 1
Is the following the definition of wedge product in tensor notation?
Let [tex] A \equiv A_i [/tex] be a matrix one form. Then
[tex]
A \wedge A \wedge A \wedge A \wedge A = \epsilon^{abcde}A_a A_b A_c A_d A_e
[/tex]?
in 5 dimensions. This question is in reference to the winding number of maps.
Let [tex] A \equiv A_i [/tex] be a matrix one form. Then
[tex]
A \wedge A \wedge A \wedge A \wedge A = \epsilon^{abcde}A_a A_b A_c A_d A_e
[/tex]?
in 5 dimensions. This question is in reference to the winding number of maps.