Value concepts¶
Table of Contents
Value¶
Let Val be a type that models Value (details).
Then Val also models SemiregularValue
Expressions
Let Val inherit all valid expressions defined for SemiregularValue.
SemiregularValue¶
Let SemiregVal be a type that models SemiregularValue (details).
Then SemiregVal also models : Semiregular (fundamentals).
Expressions
- Let :
valbe an instance of SemiregVal.val_cpybe an instance of SemiregVal.cvalbe an instance of const SemiregVal.
Then we have the following valid expressions :
| Expression | Return type | Pre-condition | Post-condition | Description |
|---|---|---|---|---|
val() |
SemiregVal | none | none | Constructs a value val of type SemiregVal |
cval() |
const SemiregVal | none | none | Constructs a value cval of type SemiregVal |
val_cpy(val) |
SemiregVal | none | none | Copy-constructs a value val_cpy from val |
val_cpy(cval) |
SemiregVal | none | none | Copy-constructs a value val_cpy from cval |
val_cpy(move(val)) |
SemiregVal | none | none | Move-constructs a value val_cpy from val |
val_cpy = val |
SemiregVal& | none | none | Assign val to val_cpy |
val_cpy = cval |
SemiregVal& | none | none | Assign cval to val_cpy |
val_cpy = move(val) |
SemiregVal& | none | none | Move-assign val to val_cpy |
RegularValue¶
Let RegVal be a type that models RegularValue (details).
Let RegVal also models SemiregularValue and Regular (fundamentals).
Expressions
Let RegVal inherit all valid expressions defined for SemiregularValue.
- Let :
lhsbe an instance of const RegVal.rhsbe an instance of const RegVal.
Then we have the following valid expressions :
| Expression | Return type | Pre-condition | Post-condition | Description |
|---|---|---|---|---|
lhs == rhs |
bool | none | none | Compare wether two values are equal |
lhs != rhs |
bool | none | none | Compare wether two values are different |
rhs == rhs |
bool | none | none | Compare wether two values are equal |
rhs != rhs |
bool | none | none | Compare wether two values are different |
StrictTotallyOrderedRegularValue¶
Let STORegVal be a type that models StrictTotallyOrderedRegularValue (details).
Let STORegVal also models RegularValue and StrictTotallyOrdered (fundamentals).
Expressions
Let STORegVal inherit all valid expressions defined for RegularValue.
- Let :
lhsbe an instance of const STORegVal.rhsbe an instance of const STORegVal.
Then we have the following valid expressions :
| Expression | Return type | Pre-condition | Post-condition | Description |
|---|---|---|---|---|
lhs < rhs |
bool | none | none | Compare order of the two values |
lhs > rhs |
bool | none | none | Compare order of the two values |
lhs <= rhs |
bool | none | none | Compare order of the two values |
lhs >= rhs |
bool | none | none | Compare order of the two values |