Syntax
where A is the name of an assignment.
The first form of the syntax is used to switch on the retention of the
generalised eigenvectors (canonical directions) resulting from a
comparison of belief hypotheses about a collection of quantities, X,
by using the COMPARE: command. These generalised eigenvectors
are linear combinations, of the quantities in the
collection. The corresponding pair of eigenvalues is available via the
bcd1 and bcd2 operators.
These linear combinations are retained as assignments, using the
supplied name ``A'' as a stem. will be stored as the assignment
whose name is A1, as the assignment whose name is ``A2'', and
so forth. The constant part of the canonical direction is included in
the stored assignment. The name ``A'' supplied must not include a ``.''
character.
The switch remains on until switched off. Consequently, care must be
taken not to overwrite the generalised eigenvectors stored as
assignments by ones emanating from fresh belief comparisons, unless this is
what is desired.
The second form of the syntax is used to switch off the automatic storing of the
generalised eigenvectors as assignments. Any assignments so defined during
previous belief comparisons remain defined.
where A is the name of an assignment.
The first form of the syntax is used to switch on the retention of
the eigenvectors resulting from the computation of the eigenstructure
implied by using the EIGEN: and INVERT: commands for
beliefs specified over a collection of quantities, X.
The eigenvectors are linear
combinations, of the quantities in the collection.
These linear combinations are retained as assignments, using the
supplied name ``A'' as a stem. will be stored as the assignment
whose name is A1, as the assignment whose name is ``A2'', and
so forth. No constant part is included in
the stored assignment. The name ``A'' supplied must not include a ``.''
character.
The switch remains on until switched off. Consequently, care must be
taken not to overwrite the eigenvectors stored as
assignments by ones emanating from fresh calculations of eigenstructure
using the INVERT: and EIGEN: commands, unless this is
what is desired.
The second form of the syntax is used to switch off the automatic storing of the
eigenvectors as assignments. Any assignments so defined during
previous calculations of eigenstructures remain defined.
Syntax