Hi,

When I apply the command combine() on

$ ( \Gamma ^ { a } ) * { \beta } { } ^ { \gamma } ( \Gamma * { c d } ) _ { \gamma }{ }^{ \alpha } $,

I get

$ ( \Gamma * {c d} \Gamma ^ {a} ) ^ { \alpha } { } * { \beta }$

while expecting

$ ( \Gamma ^ {a} \Gamma * { c d } ) * { \beta }{ } ^ { \alpha }$.

Am i doing something wrong? (In case not rendering tex, i added image )

In addition, Is there any way to tell such structures to Cadabra;

$ A * {a} B ^ {a} = - A ^ {a} B * {a} $.

Since our metric is antisymmetric, the shape of the contraction matters.

Thanks in advance :)