MATLAB SIGNAL PROCESSING BLOCKSET 7 Guide de l'utilisateur Page 599

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Toeplitz
5-442
5Toeplitz
Purpose Generate a matrix with Toeplitz symmetry.
Library Math Functions / Matrices and Linear Algebra / Matrix Operations
Description The Toeplitz block generates a Toeplitz matrix from inputs defining the first
column and first row. The top input (
Col) is a vector containing the values to
be placed in the first column of the matrix, and the bottom input (
Row) is a
vector containing the values to be placed in the first row of the matrix.
y = toeplitz(Col,Row) % Equivalent MATLAB code
The other elements of the matrix obey the relationship
y(i,j) = y(i-1,j-1)
and the output has dimension [length(Col) length(Row)]. The y(1,1)
element is inherited from the
Col input. For example, the following inputs
Col = [1 2 3 4 5]
Row = [7 7 3 3 2 1 3]
produce the Toeplitz matrix
If both of the inputs are sample-based, the output is sample-based. Otherwise,
the output is frame-based.
When the
Symmetric check box is selected, the block generates a symmetric
(Hermitian) Toeplitz matrix from a single input,
u, defining both the first row
and first column of the matrix.
y = toeplitz(u) % Equivalent MATLAB code
The output has dimension [length(u) length(u)]. For example, the Toeplitz
matrix generated from the input vector
[1234] is
1733213
2173321
3217332
4321733
5432173
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