FillArrays namespace in readme (#416)

README.md

@@ -17,13 +17,13 @@ bands.
 One can create banded matrices of type `BandedMatrix` as follows:
 
 ```julia
-BandedMatrix(Zeros(m,n), (l,u))    # creates a banded matrix of zeros, with l sub-diagonals and u super-diagonals
-brand(m,n,l,u)     # creates a random banded matrix, with l sub-diagonals and u super-diagonals
-BandedMatrix(Ones(m,n), (l,u))     # creates a banded matrix of ones, with l sub-diagonals and u super-diagonals
-BandedMatrix(Eye(n), (l,u))        # creates a banded  n x n identity matrix, with l sub-diagonals and u super-diagonals
 BandedMatrix(-1=> 1:5, 2=>1:3)     # creates a 6 x 6 banded matrix version of diagm(-1=> 1:5, 2=>1:3)
 BandedMatrix((-1=> 1:5, 2=>1:3), (n,m))     # creates an n x m banded matrix with 1 sub-diagonals and u super-diagonals with the specified diagonals
 BandedMatrix((-1=> 1:5, 2=>1:3), (n,m), (l,u))     # creates an n x m banded matrix with l sub-diagonals and u super-diagonals with the specified diagonals
+BandedMatrix(FillArrays.Zeros(m,n), (l,u))    # creates a banded matrix of zeros, with l sub-diagonals and u super-diagonals
+BandedMatrix(FillArrays.Ones(m,n), (l,u))     # creates a banded matrix of ones, with l sub-diagonals and u super-diagonals
+BandedMatrix(FillArrays.Eye(n), (l,u))        # creates a banded  n x n identity matrix, with l sub-diagonals and u super-diagonals
+brand(m,n,l,u)     # creates a random banded matrix, with l sub-diagonals and u super-diagonals
 ```
 For more examples, see [the documentation](https://julialinearalgebra.github.io/BandedMatrices.jl/dev/#Creating-banded-matrices).