theorem
for
F being
Field for
a,
b being
Element of
F for
c,
d being
Element of
NonZero F holds the
addF of
F . (
((omf F) . (a,((revf F) . c))),
((omf F) . (b,((revf F) . d))))
= (omf F) . (
( the addF of F . (((omf F) . (a,d)),((omf F) . (b,c)))),
((revf F) . ((omf F) . (c,d))))