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py_sparse_rcv#
View page sourceSparse Matrices#
Syntax#
cppad_py.sparse_rcv().nr().nc().nnz().put ( k , v ).row().col().val().row_major().col_major()matrix#
This result is used ot hold a sparse matrix.
It has zero row nr, zero columns nc, and zero non-zero values nnz
when it is first created.
It is constant except for the pat and put operations.
pat#
This changes the sparsity pattern for the matrix to pattern.
The argument pattern is a cppad_py.sparse_rc object,
it is not changed, and it specifies nr, nc, nnz, row, and col.
The values in the val vector are unspecified after this operation.
The put operation can be used to set these values.
nr#
This return value is an int
and is the number of rows in the matrix.
nc#
This return value is an int
and is the number of columns in the matrix.
nnz#
This return value is an int
and is the number of possibly non-zero values in the matrix.
put#
This function sets the value
(The name set is used by CppAD, but not used here,
because set it is a built-in name in Python.)
k#
This is a non-negative int and must be less than nnz .
v#
This argument has type float and
specifies the value assigned to val [ k ] .
row#
This result is a numpy vector with int elements
and its size is nnz .
For k = 0, … , nnz -1 ,
row [ k ] is the row index for the k-th possibly non-zero
entry in the matrix.
col#
This result is a numpy vector with int elements
and its size is nnz .
For k = 0, … , nnz -1 ,
col [ k ] is the column index for the k-th possibly non-zero
entry in the matrix.
val#
This result is a numpy vector with float elements
and its size is nnz .
For k = 0, … , nnz -1 ,
val [ k ] is the value of the k-th possibly non-zero
entry in the matrix (the value may be zero).
row_major#
This result is a numpy vector with int elements
and its size nnz .
It sorts the sparsity pattern in row-major order.
To be specific,
and if col [ row_major [ k ] ] == col [ row_major [ k +1] ] ,
This routine generates an assert if there are two entries with the same
row and column values (if NDEBUG is not defined).
col_major#
This result is a numpy vector with int elements
and its size nnz .
It sorts the sparsity pattern in column-major order.
To be specific,
and if row [ col_major [ k ] ] == row [ col_major [ k +1] ] ,
This routine generates an assert if there are two entries with the same
row and column values (if NDEBUG is not defined).