# independence, comonotonicity, countercomonotonicity copulas
# u = vector or scalar with values in (0,1)
# v = value in (0,1) if u is scalar
# for dimensions d>=3, use v=-1 default and input a vector
# cpar is not used, but is listed as an argument to match generic form
pindepcop=function(u,v=-1,cpar=0)
{ if(v[1]<0) return(prod(u)) else return(u*v)
}
# u = vector or scalar
# v = value in (0,1) if u is scalar
# for dimensions d>=3, use v=-1 default and input a vector
# cpar is not used, but is listed as an argument to match generic form
pcomonocop=function(u,v=-1,cpar=0)
{ if(v[1]<0) return(min(u)) else pmin(u,v)
}
# u = 2-vector or scalar
# v = value in (0,1) if u is scalar
# cpar is not used, but is listed as an argument to match generic form
pcountermono=function(u,v=-1,cpar=0)
{ if(v[1]<0) return(max(u[1]+u[2]-1,0)) else pmax(u+v-1,0)
}
# conditional cdf for C^+, C^\perp, C^-
# for use in ptree2cop
# see above documentation for arguments of functions
pcondindep=function(v,u,cpar=0) { v }
pcondcomono=function(v,u,cpar=0)
{ ii=(u<=v)
as.numeric(ii)
}
pcondcountermono=function(v,u,cpar=0)
{ ii=(v>=1-u)
as.numeric(ii)
}
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