39 |
39 |
sollya_lib_autoprint(objSo, NULL);
|
40 |
40 |
} /* End pobyso_autoprint. */
|
41 |
41 |
|
|
42 |
/* @see pobyso.h#pobyso_evaluate_constant */
|
42 |
43 |
int
|
43 |
44 |
pobyso_evaluate_constant(pobyso_func_exp_t functionSo,
|
44 |
45 |
mpfr_t argumentMp,
|
45 |
46 |
mpfr_t evaluationMp)
|
46 |
47 |
{
|
47 |
|
int outcome = 0;
|
48 |
48 |
sollya_obj_t argumentSo = NULL;
|
49 |
49 |
sollya_obj_t evaluationSo = NULL;
|
50 |
|
mpfr_t evaluationTmpMp = NULL;
|
|
50 |
mpfr_t evaluationTmpMp1;
|
|
51 |
mpfr_t evaluationTmpMp2;
|
|
52 |
mpfr_prec_t evalPrec = 0;
|
51 |
53 |
|
52 |
54 |
/* Test argument. */
|
53 |
55 |
if (functionSo == NULL || argumentMp == NULL || evaluationMp == NULL)
|
... | ... | |
64 |
66 |
"The functionSo argument is not a functional expression");
|
65 |
67 |
return 1;
|
66 |
68 |
}
|
|
69 |
/* Function evaluation and checks. */
|
67 |
70 |
argumentSo = sollya_lib_constant(argumentMp);
|
68 |
71 |
evaluationSo = sollya_lib_evaluate(functionSo, argumentSo);
|
69 |
|
//TODO: finish this function!
|
70 |
|
// Check evaluationSo.
|
71 |
|
// Depending on its type and value, convert to a MPFR number and/or
|
72 |
|
// return an error value.
|
73 |
72 |
sollya_lib_clear_obj(argumentSo);
|
74 |
|
sollya_lib_clear_obj(evaluationSo);
|
75 |
|
return 0;
|
|
73 |
/* The range case: we return the mean of the bounds. The result
|
|
74 |
* is not faithfully rounded. */
|
|
75 |
if (sollya_lib_obj_is_range(evaluationSo))
|
|
76 |
{
|
|
77 |
if (sollya_lib_get_prec_of_range(&evalPrec, evaluationSo))
|
|
78 |
{
|
|
79 |
mpfr_init2(evaluationTmpMp1, evalPrec);
|
|
80 |
mpfr_init2(evaluationTmpMp2, evalPrec);
|
|
81 |
if (sollya_lib_get_bounds_from_range(evaluationTmpMp1,
|
|
82 |
evaluationTmpMp2,
|
|
83 |
evaluationSo))
|
|
84 |
{
|
|
85 |
/* Compute the mean of the bounds. */
|
|
86 |
mpfr_clear(evaluationMp);
|
|
87 |
mpfr_init2(evaluationMp, evalPrec);
|
|
88 |
mpfr_add(evaluationMp,evaluationTmpMp1,evaluationTmpMp2,MPFR_RNDN);
|
|
89 |
mpfr_div_2ui(evaluationMp, evaluationMp, 1, MPFR_RNDN);
|
|
90 |
mpfr_clear(evaluationTmpMp1);
|
|
91 |
mpfr_clear(evaluationTmpMp2);
|
|
92 |
sollya_lib_clear_obj(evaluationSo);
|
|
93 |
return POBYSO_UNFAITHFULL;
|
|
94 |
}
|
|
95 |
else /* Could not get the values of the bounds. */
|
|
96 |
{
|
|
97 |
sollya_lib_clear_obj(evaluationSo);
|
|
98 |
return 1;
|
|
99 |
}
|
|
100 |
}
|
|
101 |
else /* Could not get the precision of the range. */
|
|
102 |
{
|
|
103 |
sollya_lib_clear_obj(evaluationSo);
|
|
104 |
return 1;
|
|
105 |
}
|
|
106 |
} /* End the evaluation is a range. */
|
|
107 |
/* From now on, we assume that the evaluation is constant. */
|
|
108 |
if (sollya_lib_get_prec_of_range(&evalPrec, evaluationSo))
|
|
109 |
{
|
|
110 |
mpfr_init2(evaluationTmpMp1, evalPrec);
|
|
111 |
if (sollya_lib_get_constant(evaluationTmpMp1, evaluationSo))
|
|
112 |
{
|
|
113 |
/* Deal with the NaN case. */
|
|
114 |
if (mpfr_nan_p(evaluationTmpMp1))
|
|
115 |
{
|
|
116 |
mpfr_clear(evaluationTmpMp1);
|
|
117 |
sollya_lib_clear_obj(evaluationSo);
|
|
118 |
return POBYSO_NAN;
|
|
119 |
}
|
|
120 |
else /* The evaluation is not NaN. */
|
|
121 |
{
|
|
122 |
mpfr_clear(evaluationMp);
|
|
123 |
mpfr_init2(evaluationMp, evalPrec);
|
|
124 |
mpfr_set(evaluationMp, evaluationTmpMp1, MPFR_RNDN);
|
|
125 |
mpfr_clear(evaluationTmpMp1);
|
|
126 |
sollya_lib_clear_obj(evaluationSo);
|
|
127 |
return 0;
|
|
128 |
}
|
|
129 |
}
|
|
130 |
else /* Could not recover the value of the evaluation. */
|
|
131 |
{
|
|
132 |
mpfr_clear(evaluationTmpMp1);
|
|
133 |
sollya_lib_clear_obj(evaluationSo);
|
|
134 |
return 1;
|
|
135 |
}
|
|
136 |
}
|
|
137 |
else /* Could not get the precision of the evaluation. */
|
|
138 |
{
|
|
139 |
sollya_lib_clear_obj(evaluationSo);
|
|
140 |
return 0;
|
|
141 |
}
|
76 |
142 |
}
|
77 |
143 |
/* End pobyso_evaluate_constant. */
|
78 |
144 |
|