def conclude(self,CD):
A = CD["A"]
B = CD["B"]
AxB = Object(CD,"AxB")
AxB.namescheme=('{}x{}',('A','B')) #this should be a pair (format string,tuple of names in chardiag), names from main diagram will be substitued when rule is implemented
AxB.latexscheme=('{} \\times {}',('A','B'))
pi1 = Morphism(AxB,A,"pi1")
pi2 = Morphism(AxB,B,"pi2")
pi1.latexscheme=('',()) #suppress morphism name display
pi2.latexscheme=('',()) #suppress morphism name display
ProductProperty(pi1,pi2)
def conclude(self,D):
phi = Morphism(D["P"],D["N"],"phi")
phi.namescheme=("{} x {}",("f","g"))
phi.latexscheme=("{} \\oplus {}",("f","g"))
Commute(D["f"],phi*D["i1"])
Commute(D["g"],phi*D["i2"])
def conclude(self,D):
ftilde=Morphism(D['B'],D['I'])
ftilde.namescheme=("{}tilde",("f"))
ftilde.latexscheme=("\\tilde\{{}\}",("f"))
Commute(D["f"],ftilde*D['iota'])
