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Notice that the local information routines give one access
to the address of where the local data is stored. It is
this address that provides the user with the only direct
access to data encoded in an object. Purists would argue
that this thus allows a window of opportunity to corrupt
the local data.
A second method for accessing the local matrix or vector of a linear algebra
object is through extraction of its contents. This is
achieved by the call
This call will take the local contents of the object
obj
and copy them into the local buffer at address buf.
If the local contents form a matrix,
ldim_buf gives the local leading dimension of the buffer.
In this case, the local length and width of the object are
returned in rows_in_buf and cols_in_buf.
There is the option of transposing (or conjugate transposing) the data by setting
transpose to
PLA_TRANS
(or PLA_CONJ_TRANS).
Otherwise, transpose should be set to
PLA_NO_TRANS.
If the local contents form a vector,
the stride in the buffer is indicated by stride_buf,
and cols_in_buf will equal one.
In this case, transpose and ldim_buf have no meaning.
The inverse operation is given by
The primary use of these operations in the PLAPACK infrastructure have
been realized during the packing and unpacking before copying or reducing the
contents of objects (to be discussed in Chapter ).
Next: 2.3.5 Initializing object data
Up: 2.3 Linear Algebra Objects
Previous: 2.3.3 Linear algebra object
rvdg@cs.utexas.edu