- #1
wdlang
- 307
- 0
suppose we have a principle fiber bundle P
at a point p \in P
we have the decomposition T_pP=V_pP + H_pP
it is said that the vertical subspace V_pP is uniquely defined while H_pP is not
i cannot understand this point
the complement to a unique subspace is surely unique, i think.
it is a basic fact in linear algebra.
at a point p \in P
we have the decomposition T_pP=V_pP + H_pP
it is said that the vertical subspace V_pP is uniquely defined while H_pP is not
i cannot understand this point
the complement to a unique subspace is surely unique, i think.
it is a basic fact in linear algebra.