card.capacity-class | R Documentation |

Class representing a cardinal capacity, i.e. a capacity whose
values
depend only on the cardinality of subsets (also called *symmetric capacity*).

Objects can be created by calls to the functions `card.capacity`

, `lower.capacity`

, `upper.capacity`

, `uniform.capacity`

.

`n`

:Object of class

`numeric`

of length 1 equal to the number of elements of the set on which the cardinal game is defined.`data`

:Object of class

`numeric`

of length`n+1`

containing the coefficients of the cardinal capacity. We necessarily have`data[1]=0`

and`data[i+1]-data[i]>0`

.

Class `card.game`

, directly.
Class `superclass.capacity`

, directly.
Class `card.set.func`

, by class `card.game`

.
Class `superclass.set.func`

, by class `card.game`

.

- as.capacity
`signature(object = "card.capacity")`

- conjugate
`signature(object = "card.capacity")`

- entropy
`signature(object = "card.capacity")`

- favor
`signature(object = "card.capacity")`

- is.normalized
`signature(object = "card.capacity")`

- normalize
`signature(object = "card.capacity")`

- orness
`signature(object = "card.capacity")`

- variance
`signature(object = "card.capacity")`

- veto
`signature(object = "card.capacity")`

`capacity-class`

,

`card.capacity`

,

`as.capacity-methods`

,

`conjugate-methods`

,

`entropy-methods`

,

`favor-methods`

,

`is.normalized-methods`

,

`orness-methods`

,

`variance-methods`

,

`veto-methods`

.

```
## a capacity
mu <- card.capacity(0:6/6)
## the same
mu <- uniform.capacity(6)
# the attributes of the object
mu@n
mu@data
## a test
is.normalized(mu)
normalize(mu)
## a transformation
conjugate(mu)
## some summary indices
orness(mu)
veto(mu)
favor(mu)
variance(mu)
entropy(mu)
## the same
summary(mu)
```

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