D Ranges
The minimum required interface that an object must present to be considered a range is:
struct Range(T)
{
bool empty();
T front();
void popFront();
}
Note: Both classes and structs may be used to define ranges
Any object that presents the above interface is considered an InputRange. InputRanges may be used with foreach statements, therefore it is not necessary to have any information about internal methods. As long as we know that an object is an InputRange we can iterate over it:
import std.string;
struct Student
{
string name;
int number;
string toString() const
{
return format("%s(%s)", name, number);
}
}
struct School
{
Student[] students;
bool empty() const
{
return students.length == 0;
}
// Returns a reference to the actual container member, not a copy
ref Student front()
{
return students[0];
}
void popFront()
{
students = students[1 .. $];
}
}
void main()
{
auto school = School( [ Student("Ebru", 1),
Student("Derya", 2) ,
Student("Damla", 3) ] );
// no need to have any information about school's internal methods
foreach(student; school)
writeln(student);
}
Note how the user of the school object does not need to have any information regarding the internal methods. This is possible because behind the scenes the compiler rewrites the foreach
loop to:
for(student = school.front; !school.empty; school.popFront)
writeln(student);
The elements of the School objects were actually stored in the students member slices. So, School.front returned a reference to an existing Student object.
One of the powers of ranges is the flexibility of not actually owning elements. front need not return an actual element of an actual container. The returned element can be calculated each time when popFront() is called, and can be used as the value that is returned by front. Take for example, the following range that implements a FibonnaciSeries:
struct FibonacciSeries {
int current = 0;
int next = 1;
uint N;
this(uint N)
{
this.N = N;
}
bool empty()
{
return N == 0;
}
int front() const
{
return current;
}
void popFront()
{
const nextNext = current + next;
current = next;
next = nextNext;
--N;
}
}
void main()
{
import std.stdio : writeln;
foreach(n; FibonacciSeries(10))
writeln(n);
}
The elements of the series are computed lazily when needed. Notice that the constructor only sets the number of Fibonnaci elements that need to be computed. The elements are computed upon request by calling popFront. This may be essential for execution speed and memory consumption.
Practice
Navigate to the Ranges/practice/linkedList
directory. Inspect the linkedList.d
file. What does the code do?
- Implement the “initListOfTen” function that has the signature: “void initList(T)(ref LinkedList!T start)”. This function initializes a list of 10 elements where
node(i)
containsi
. Write a unittest to make sure the function works properly. - Answer this quiz
- Implement the required methods such that
LinkedList
is anInputRange
. To test the functionality, write a unittest that contains a foreach loop that iterates over aLinkedList
.