theorem Th0X: :: NDIFF_9:8
for E, F, G being RealNormSpace
for L being LinearOperator of [:E,F:],G
for L11 being LinearOperator of E,G
for L12 being LinearOperator of F,G
for L21 being LinearOperator of E,G
for L22 being LinearOperator of F,G st ( for x being Point of E
for y being Point of F holds L . [x,y] = (L11 . x) + (L12 . y) ) & ( for x being Point of E
for y being Point of F holds L . [x,y] = (L21 . x) + (L22 . y) ) holds
( L11 = L21 & L12 = L22 )