for D being non empty set
for f1, f2, f3, f4, f5, f6, f7, f8, f9 being BinominativeFunction of D
for p1, p2, p3, p4, p5, p6, p7, p8, p9, p10 being PartialPredicate of D st <*p1,f1,p2*> is SFHT of D & <*p2,f2,p3*> is SFHT of D & <*p3,f3,p4*> is SFHT of D & <*p4,f4,p5*> is SFHT of D & <*p5,f5,p6*> is SFHT of D & <*p6,f6,p7*> is SFHT of D & <*p7,f7,p8*> is SFHT of D & <*p8,f8,p9*> is SFHT of D & <*p9,f9,p10*> is SFHT of D & <*(PP_inversion p2),f2,p3*> is SFHT of D & <*(PP_inversion p3),f3,p4*> is SFHT of D & <*(PP_inversion p4),f4,p5*> is SFHT of D & <*(PP_inversion p5),f5,p6*> is SFHT of D & <*(PP_inversion p6),f6,p7*> is SFHT of D & <*(PP_inversion p7),f7,p8*> is SFHT of D & <*(PP_inversion p8),f8,p9*> is SFHT of D & <*(PP_inversion p9),f9,p10*> is SFHT of D holds
<*p1,(PP_composition (f1,f2,f3,f4,f5,f6,f7,f8,f9)),p10*> is SFHT of D