ForMyThunder
Jul22-08, 02:54 PM
If there is a contravariant vector
v=aa+bb+cc
with a reciprocal vector system where
[abc]v=xb×c+ya×c+za×b
would the vector expressed in the reciprocal vector system be a covariant vector?
Is there any connection between the reciprocal vector system of a covariant vector and a
covariant vector?
v=aa+bb+cc
with a reciprocal vector system where
[abc]v=xb×c+ya×c+za×b
would the vector expressed in the reciprocal vector system be a covariant vector?
Is there any connection between the reciprocal vector system of a covariant vector and a
covariant vector?