@@ -23,9 +23,9 @@ l,u = 2,1 # block bandwidths
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N = M = 4 # number of row/column blocks
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cols = rows = 1 : N # block sizes
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- BlockBandedMatrix (Zeros (sum (rows),sum (cols)), ( rows,cols) , (l,u)) # creates a block-banded matrix of zeros
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- BlockBandedMatrix (Ones (sum (rows),sum (cols)), ( rows,cols) , (l,u)) # creates a block-banded matrix with ones in the non-zero entries
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- BlockBandedMatrix (I, ( rows,cols) , (l,u)) # creates a block-banded identity matrix
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+ BlockBandedMatrix (Zeros (sum (rows),sum (cols)), rows,cols, (l,u)) # creates a block-banded matrix of zeros
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+ BlockBandedMatrix (Ones (sum (rows),sum (cols)), rows,cols, (l,u)) # creates a block-banded matrix with ones in the non-zero entries
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+ BlockBandedMatrix (I, rows,cols, (l,u)) # creates a block-banded identity matrix
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```
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A ` BandedBlockBandedMatrix ` has the added structure that the blocks themselves are
@@ -36,7 +36,7 @@ l,u = 2,1 # block bandwidths
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λ,μ = 1 ,2 # sub-block bandwidths: the bandwidths of each block
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N = M = 4 # number of row/column blocks
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cols = rows = 1 : N # block sizes
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- BandedBlockBandedMatrix (Zeros (sum (rows),sum (cols)), ( rows,cols) , (l,u), (λ,μ)) # creates a banded-block-banded matrix of zeros
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- BandedBlockBandedMatrix (Ones (sum (rows),sum (cols)), ( rows,cols) , (l,u), (λ,μ)) # creates a banded-block-banded matrix with ones in the non-zero entries
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- BandedBlockBandedMatrix (I, ( rows,cols) , (l,u), (λ,μ))) # creates a banded-block-banded identity matrix
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+ BandedBlockBandedMatrix (Zeros (sum (rows),sum (cols)), rows,cols, (l,u), (λ,μ)) # creates a banded-block-banded matrix of zeros
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+ BandedBlockBandedMatrix (Ones (sum (rows),sum (cols)), rows,cols, (l,u), (λ,μ)) # creates a banded-block-banded matrix with ones in the non-zero entries
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+ BandedBlockBandedMatrix (I, rows,cols, (l,u), (λ,μ))) # creates a banded-block-banded identity matrix
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```
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