Range

Range(n)

returns a list of integers from 1 to n.

Range(a, b)

returns a list of integers from a to b.

Range[a, b, di]

returns a list of values from a to b using step $di$. More specifically, ‘Range’ starts from a and successively adds increments of di until the result is greater (if di > 0) or less (if di < 0) than b.

Examples

>> Range(5)
{1,2,3,4,5}

>> Range(-3, 2)
{-3,-2,-1,0,1,2}

>> Range(0, 2, 1/3)
{0,1/3,2/3,1,4/3,5/3,2}

>> x^Range(n, n + 10, 2)
{x^n,x^(2+n),x^(4+n),x^(6+n),x^(8+n),x^(10+n)}

>> Range(a, a + 12*n, 2*n)
{a,a+2*n,a+4*n,a+6*n,a+8*n,a+10*n,a+12*n}

>> a + Range(0, 3, Pi/8)
{a,a+Pi/8,a+Pi/4,a+3/8*Pi,a+Pi/2,a+5/8*Pi,a+3/4*Pi,a+7/8*Pi}

>> x * Range(-1, 1, 1/5)
{-x,-4/5*x,-3/5*x,-2/5*x,-x/5,0,x/5,2/5*x,3/5*x,4/5*x,x}

Implementation status

• ✅ - full supported

Github

• Implementation of Range