Indecomposable describes a p-form 
for a real
vector space 
that cannot be written as a scalar multiple of the wedge product of one-forms
 |
Here 
is a scalar and 
is the dual vector space
to 
.
A p-form that can be written in this
way is decomposable. For 
, the empty wedge product
is 1, so every 0-form is decomposable.
