write_options
Sets or retrieves an option for printing a matrix.
Synopsis
#include <imsls.h>
void imsls_write_options (Imsls_write_options option, int *option_value)
Required Arguments
Imsls_write_options option (Input)
Option giving the type of the printing attribute to set or retrieve.
Keyword for Setting |
Keyword for Retrieving |
Attribute Description |
IMSLS_SET_DEFAULTS |
|
uses the default settings for all parameters |
IMSLS_SET_CENTERING |
IMSLS_GET_CENTERING |
horizontal centering |
IMSLS_SET_ROW_WRAP |
IMSLS_GET_ROW_WRAP |
row wrapping |
IMSLS_SET_PAGING |
IMSLS_GET_PAGING |
paging |
IMSLS_SET_NAN_CHAR |
IMSLS_GET_NAN_CHAR |
method for printing NaN |
IMSLS_SET_TITLE_PAGE |
IMSLS_GET_TITLE_PAGE |
whether or not titles appear on each page |
IMSLS_SET_FORMAT |
IMSLS_GET_FORMAT |
default format for real and complex numbers |
int *option_value (Input, if option is to be set; Output, otherwise)
Value of the option attribute selected by option. The values to be used when setting attributes are described in a table in the description section.
Description
Function imsls_write_options allows the user to set or retrieve an option for printing a matrix. Options controlled by imsls_write_options are horizontal centering, method for printing large matrices, paging, method for printing NaN, method for printing titles, and the default format for real and complex numbers. (NaN can be retrieved by functions imsls_f_machine and imsls_d_machine (Chapter 15, Utilities).
The following values can be used for the attributes:
Keyword |
Value |
Meaning |
CENTERING |
0 1 |
Matrix is left justified. Matrix is centered. |
ROW_WRAP |
0 |
Complete row is printed before the next row is printed. Wrapping is used if necessary. |
PAGING |
-2 |
No paging occurs. |
NAN_CHAR |
0 1 |
. . . . . . . . . . is printed for NaN. A blank field is printed for NaN. |
TITLE_PAGE |
0 1 |
Title appears only on first page. Title appears on the first page and all continuation pages. |
FORMAT |
0 1 2 |
Format is "%10.4x". Format is "%12.6w". Format is "%22.5e". |
The w conversion character used by the FORMAT option is a special conversion character that can be used to automatically select a pretty C conversion specification ending in either e, f, or d. The conversion specification ending with w is specified as "%n.dw". Here, n is the field width, and d is the number of significant digits generally printed.
Function imsls_write_options can be invoked repeatedly before using a function imsls_f_write_matrix to print a matrix. The matrix printing functions retrieve the values set by imsls_write_options to determine the printing options. It is not necessary to call imsls_write_options if a default value of a printing option is desired. The defaults are as follows:
Keyword |
Default Value |
Meaning |
CENTERING |
0 |
left justified |
ROW_WRAP |
1000 |
lines before wrapping |
PAGING |
−2 |
no paging |
NAN_CHAR |
0 |
. . . . . . . . . . . . . . |
TITLE_PAGE |
0 |
title appears only on the first page |
FORMAT |
0 |
%10.4w |
Example
The following example illustrates the effect of imsls_write_options when printing a 3 × 4 real matrix A with function imsls_f_write_matrix, where aij = i + j/10. The first call to imsls_write_options sets horizontal centering so that the matrix is printed centered horizontally on the page. In the next invocation of imsls_f_write_matrix, the left-justification option has been set by function imsls_write_options so the matrix is left justified when printed.
#include <imsls.h>
#define NRA 4
#define NCA 3
int main()
{
int i, j, option_value;
float a[NRA][NCA];
for (i = 0; i < NRA; i++) {
for (j = 0; j < NCA; j++) {
a[i][j] = (i+1) + (j+1)/10.0;
}
}
/* Activate centering option */
option_value = 1;
imsls_write_options (IMSLS_SET_CENTERING, &option_value);
/* Write a matrix */
imsls_f_write_matrix ("a", NRA, NCA, (float*) a,
0);
/* Activate left justification */
option_value = 0;
imsls_write_options (IMSLS_SET_CENTERING, &option_value);
imsls_f_write_matrix ("a", NRA, NCA, (float*) a,
0);
}
Output
a
1 2 3
1 1.1 1.2 1.3
2 2.1 2.2 2.3
3 3.1 3.2 3.3
4 4.1 4.2 4.3
a
1 2 3
1 1.1 1.2 1.3
2 2.1 2.2 2.3
3 3.1 3.2 3.3
4 4.1 4.2 4.3