theorem BLTh28: :: ZMATRLIN:87

for V, W being non empty ModuleStr over INT.Ring
for v, u being Vector of V
for w, t being Vector of W
for f being additiveFAF additiveSAF Form of V,W holds f . ((v + u),(w + t)) = ((f . (v,w)) + (f . (v,t))) + ((f . (u,w)) + (f . (u,t)))