Function Summary and Index 275
< Designates the
matrix into which the
result of certain matrix
operations is placed
(page 148).
U User mode. Row
and column numbers in
R
0
and R
1
are
automatically
incremented each time
O or l {A to
E, %} is pressed
(page 144).
O and l {A to
E, %} Stores or
recalls matrix elements
using the row and
column numbers in R
0
and R
1
(pages 144, 146).
O | and l |
{A to E, %} Stores
or recalls matrix
elements using the row
and column numbers in
the Y- and X-registers
(page 146).
O and l
> {A to E}
Stores or recalls matrices
for the specified matrix
(pages 142, 147).
O and l
< Stores or
recalls descriptor of the
result matrix (page 148).
l m {A through
E, V} Recalls the
dimensions of the given
matrix into the Y- (row)
and X- (column) registers
(page 142).
⁄ Inverts the matrix
whose descriptor is
displayed and places the
result in the specified
result matrix. The
descriptor of the result
matrix is then displayed
(page 150).
+, -, * Adds,
subtracts, or multiplies
the corresponding
elements of two matrices
or of one matrix and a
scalar. Stores in result
matrix (pages 152–155).
÷ For two matrices,
multiplies inverse of
matrix in X by matrix in Y.
For only one matrix: if
matrix in Y, divides all
elements of matrix by
scalar in X; if matrix in X,
multiplies each element
of inverse of matrix by
the scalar in Y. Stores in
result matrix (pages
152–155).
” changes sign of all
elements in matrix
specified in X-register
(page 150).
> {0 through 9}
Matrix operations.
> 0 Dimensions
all matrices to 0
×
0
(page 143).
> 1 Sets row
and column numbers in
R
0
and R
1
to 1
(page 143).
> 2 Complex
transform: Z
P
to Z
(page 164).
> 3 Inverse
complex transform. Z to
Z
P
(page 164).
> 4 Transpose X
to X
T
(page 150).
> 5 Transpose
multiply: Y and X to Y
T
X
(page 154).
> 6 Calculates
residuals in result matrix
(page 159).
> 7 Calculates
row norm of matrix
specified in X-register
(page 150).
To Next Page
Loading...
Need help?
General
