A term expression has one of the following forms, where `T1`
and `T2` denote term expressions, `X` denotes a
variable, `I` denotes an integer, and `S` denotes the
current store.

`min(`

`X``)`

- evaluates to the minimum of
`D(X,S)` `max(`

`X``)`

- evaluates to the maximum of
`D(X,S)` `card(`

`X``)`

- evaluates to the size of
`D(X,S)` `X`- evaluates to the integer value of
`X`. The indexical will suspend until`X`is assigned. `I`- an integer
`inf`

- minus infinity
`sup`

- plus infinity
`-`

`T1`- evaluates to
`S(T1)`negated `T1``+`

`T2`- evaluates to the sum of
`S(T1)`and`S(T2)` `T1``-`

`T2`- evaluates to the difference of
`S(T1)`and`S(T2)` `T1``*`

`T2`- evaluates to the product of
`S(T1)`and`S(T2)`, where`S(T2)`must not be negative `T1``/>`

`T2`- evaluates to the quotient of
`S(T1)`and`S(T2)`, rounded up, where`S(T2)`must be positive `T1``/<`

`T2`- evaluates to the quotient of
`S(T1)`and`S(T2)`, rounded down, where`S(T2)`must be positive `T1``mod`

`T2`- evaluates to the modulo of
`S(T1)`and`S(T2)` `T1``rem`

`T2`- evaluates to the remainder of
`S(T1)`and`S(T2)`

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