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std.datetime.neg_inf_interval.intersection
- multiple declarations
- Function NegInfInterval.intersection
- Function NegInfInterval.intersection
- Function NegInfInterval.intersection
Function NegInfInterval.intersection
Returns the intersection
of two intervals
Prototype
NegInfInterval intersection( NegInfInterval interval ) const nothrow;
Parameters
Name | Description |
---|---|
interval | The interval to intersect with this interval . |
Examples
assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( NegInfInterval!Date(Date(1999, 7, 6))) == NegInfInterval!Date(Date(1999, 7 , 6))); assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( NegInfInterval!Date(Date(2013, 1, 12))) == NegInfInterval!Date(Date(2012, 3 , 1)));
Function NegInfInterval.intersection
Returns the intersection
of two intervals
Prototype
Interval!TP intersection( PosInfInterval!TP interval ) const;
Parameters
Name | Description |
---|---|
interval | The interval to intersect with this interval . |
Throws
DateTimeException
if the two intervals do not intersect.
Examples
assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( PosInfInterval!Date(Date(1990, 7, 6))) == Interval!Date(Date(1990, 7 , 6), Date(2012, 3, 1))); assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( PosInfInterval!Date(Date(1999, 1, 12))) == Interval!Date(Date(1999, 1 , 12), Date(2012, 3, 1)));
Function NegInfInterval.intersection
Returns the intersection
of two intervals
Prototype
Interval!TP intersection( Interval!TP interval ) const;
Parameters
Name | Description |
---|---|
interval | The interval to intersect with this interval . |
Throws
DateTimeException
if the two intervals do not intersect or if
the given interval
is empty
.
Examples
assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( Interval!Date(Date(1990, 7, 6), Date(2000, 8, 2))) == Interval!Date(Date(1990, 7 , 6), Date(2000, 8, 2))); assert(NegInfInterval!Date(Date(2012, 3, 1)).intersection( Interval!Date(Date(1999, 1, 12), Date(2015, 9, 2))) == Interval!Date(Date(1999, 1 , 12), Date(2012, 3, 1)));
Authors
Jonathan M Davis and Kato Shoichi