Returns integer information describing the computer’s arithmetic.
#include <imsls.h>
int imsls_i_machine (int n)
int n
(Input)
Index indicating which value is to be returned. It must be between 0
and 12.
The requested value is returned. If n is out of range, NaN is returned.
Function imsls_i_machine returns information describing the computer’s arithmetic. This can be used to make programs machine independent.
imsls_i_machine(0) = Number of bits per byte
Assume that integers are represented in M-digit, base-A form as
where σ is the sign and 0 ≤ xk < A
for k = 0, …, M.
Then,
N |
Definition |
0 |
C, bits per character |
1 |
A, the base |
2 |
Ms, the number of base-A digits in a short int |
3 |
the largest short int |
4 |
M1 the number of base-A digits in a long int |
5 |
the largest long int |
Assume that floating-point numbers are represented in N-digit, base B form as
where σ is the sign and 0 ≤ xk < B for k = 1, …, N and Emin ≤ E ≤ Emax. Then
N |
Definition |
6 |
B, the base |
7 |
Nf, the number of base-B digits in float |
8 |
the smallest float exponent |
9 |
the largest float exponent |
10 |
Nd, the number of base-B digits in double |
11 |
the largest long int |
12 |
the number of base-B digits in double |
In this example, all the values returned by imsls_i_machine on a machine with IEEE (Institute for Electrical and Electronics Engineer) arithmetic are printed.
#include
<imsls.h>
main()
{
int n,
ans;
for (n = 0; n <= 12; n++)
{
ans =
imsls_i_machine(n);
printf("imsls_i_machine(%d) = %d\n", n, ans);
}
}
imsls_i_machine(0) = 8
imsls_i_machine(1) =
2
imsls_i_machine(2) = 15
imsls_i_machine(3) = 32767
imsls_i_machine(4)
= 31
imsls_i_machine(5) = 2147483647
imsls_i_machine(6) =
2
imsls_i_machine(7) = 24
imsls_i_machine(8) = -125
imsls_i_machine(9)
= 128
imsls_i_machine(10) = 53
imsls_i_machine(11) =
-1021
imsls_i_machine(12) = 1024
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