For convenience, objects of class '>PiecewiseLinearFuzzyNumber
may be created with this function.
PiecewiseLinearFuzzyNumber(
a1,
a2,
a3,
a4,
knot.n = 0,
knot.alpha = numeric(0),
knot.left = numeric(0),
knot.right = numeric(0)
)
a number specyfing left bound of the support
a number specyfing left bound of the core
a number specyfing right bound of the core
a number specyfing right bound of the support
the number of knots
knot.n
alpha-cut values at knots
knot.n
knots on the left side; a nondecreasingly sorted vector with elements in [a1
,a2
]
knot.n
knots on the right side; a nondecreasingly sorted vector with elements in [a3
,a4
]
If a1
, a2
, a3
, and a4
are missing,
then knot.left
and knot.right
may be of length knot.n+2
.
If knot.n
is not given, then it guessed from length(knot.left)
.
If knot.alpha
is missing, then the knots will be equally distributed
on the interval [0,1].
Other PiecewiseLinearFuzzyNumber-method:
Arithmetic
,
Extract
,
PiecewiseLinearFuzzyNumber-class
,
^,PiecewiseLinearFuzzyNumber,numeric-method
,
alphaInterval()
,
arctan2()
,
as.PiecewiseLinearFuzzyNumber()
,
as.PowerFuzzyNumber()
,
as.TrapezoidalFuzzyNumber()
,
as.character()
,
expectedInterval()
,
fapply()
,
maximum()
,
minimum()
,
necessityExceedance()
,
necessityStrictExceedance()
,
necessityStrictUndervaluation()
,
necessityUndervaluation()
,
plot()
,
possibilityExceedance()
,
possibilityStrictExceedance()
,
possibilityStrictUndervaluation()
,
possibilityUndervaluation()