Minimum(e1, e2, ...)
Maximum(e1, e2, ...)
"Minimum"(e1,e2, ...)
"Minimum"(e1,e2, ...)
"Minimum"(e1,e2, withSimplify = getdistrOption("simplifyD"))
"Minimum"(e1,e2, withSimplify = getdistrOption("simplifyD"))
"Maximum"(e1,e2, withSimplify = getdistrOption("simplifyD"))
"Minimum"(e1,e2, ...)
"Minimum"(e1,e2, ...)
"Minimum"(e1,e2, withSimplify = getdistrOption("simplifyD"))
"Maximum"(e1,e2, withSimplify = getdistrOption("simplifyD"))
simplifyD
?signature(e1 = "AbscontDistribution", e2 = "AbscontDistribution")
:
returns the distribution of min(X1,X2)
, if X1
,X2
are independent
and distributed according to e1
and e2
respectively;
the result is again of class "AbscontDistribution"
signature(e1 = "DiscreteDistribution", e2 = "DiscreteDistribution")
:
returns the distribution of min(X1,X2)
, if X1
,X2
are independent
and distributed according to e1
and e2
respectively;
the result is again of class "DiscreteDistribution"
signature(e1 = "AbscontDistribution", e2 = "Dirac")
:
returns the distribution of min(X1,X2)
, if X1
,X2
are
distributed according to e1
and e2
respectively;
the result is of class "UnivarLebDecDistribution"
signature(e1 = "AcDcLcDistribution", e2 = "AcDcLcDistribution")
:
returns the distribution of min(X1,X2)
, if X1
,X2
are
distributed according to e1
and e2
respectively;
the result is of class "UnivarLebDecDistribution"
signature(e1 = "AcDcLcDistribution", e2 = "numeric")
:
if e2
= $n$, returns the distribution of min(X1,X2,...,Xn)
, if X1
,X2
,
..., Xn
are i.i.d. according to e1
;
the result is of class "UnivarLebDecDistribution"
signature(e1 = "AcDcLcDistribution", e2 = "AcDcLcDistribution")
:
returns the distribution of max(X1,X2)
, if X1
,X2
are
distributed according to e1
and e2
respectively;
translates into -Minimum(-e1,-e2)
;
the result is of class "UnivarLebDecDistribution"
signature(e1 = "AcDcLcDistribution", e2 = "numeric")
:
if e2
= $n$, returns the distribution of max(X1,X2,...,Xn)
, if X1
,X2
,
..., Xn
are i.i.d. according to e1
; translates into
-Minimum(-e1,e2)
; the result is of class "UnivarLebDecDistribution"
Huberize
, Truncate
plot(Maximum(Unif(0,1), Minimum(Unif(0,1), Unif(0,1))))
plot(Minimum(Exp(4),4))
## a sometimes lengthy example...
## Not run: plot(Minimum(Norm(),Pois()))
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