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MPSolve 3.2.2
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Evaluation of secular equations. More...
#include <mps/mps.h>Go to the source code of this file.
Functions | |
| MPS_BEGIN_DECLS mps_boolean | mps_secular_feval (mps_context *s, mps_polynomial *p, cplx_t x, cplx_t value) |
Evaluate a secular equation sec in the point x. | |
| mps_boolean | mps_secular_feval_with_error (mps_context *s, mps_polynomial *p, cplx_t x, cplx_t value, double *error) |
Evaluate a secular equation sec in the point x, estimating the error on the evaluation. | |
| mps_boolean | mps_secular_deval (mps_context *s, mps_polynomial *p, cdpe_t x, cdpe_t value) |
Evaluate a secular equation sec in the point x. | |
| mps_boolean | mps_secular_deval_derivative (mps_context *s, mps_polynomial *p, cdpe_t x, cdpe_t value) |
| mps_boolean | mps_secular_deval_with_error (mps_context *s, mps_polynomial *p, cdpe_t x, cdpe_t value, rdpe_t error) |
Evaluate a secular equation sec in the point x. | |
| mps_boolean | mps_secular_meval (mps_context *s, mps_polynomial *p, mpc_t x, mpc_t value) |
Evaluate a secular equation sec in the point x. | |
| mps_boolean | mps_secular_meval_with_error (mps_context *s, mps_polynomial *p, mpc_t x, mpc_t value, rdpe_t error) |
Evaluate a secular equation sec in the point x. | |
| mps_boolean | mps_secular_feval_derivative (mps_context *s, mps_polynomial *p, cplx_t x, cplx_t value) |
Evaluation of secular equations.
| mps_boolean mps_secular_deval | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| cdpe_t | x, | ||
| cdpe_t | value ) |
Evaluate a secular equation sec in the point x.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the secular equation must be evaluated. |
| value | The value of the secular equation in the point x. |
| mps_boolean mps_secular_deval_with_error | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| cdpe_t | x, | ||
| cdpe_t | value, | ||
| rdpe_t | error ) |
Evaluate a secular equation sec in the point x.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the secular equation must be evaluated. |
| value | The value of the secular equation in the point x. |
| error | A bound to the module of the relative error occurred in the computation. |
| MPS_BEGIN_DECLS mps_boolean mps_secular_feval | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| cplx_t | x, | ||
| cplx_t | value ) |
Evaluate a secular equation sec in the point x.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the secular equation must be evaluated. |
| value | The value of the secular equation in the pointer x. |
| mps_boolean mps_secular_feval_with_error | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| cplx_t | x, | ||
| cplx_t | value, | ||
| double * | error ) |
Evaluate a secular equation sec in the point x, estimating the error on the evaluation.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the secular equation must be evaluated. |
| value | The value of the secular equation in the pointer x. |
| error | The absolute error on the evaluation. |
| mps_boolean mps_secular_meval | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| mpc_t | x, | ||
| mpc_t | value ) |
Evaluate a secular equation sec in the point x.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the sceular equation must be evaluated. |
| value | The value of the secular equation in the point x. |
| mps_boolean mps_secular_meval_with_error | ( | mps_context * | s, |
| mps_polynomial * | p, | ||
| mpc_t | x, | ||
| mpc_t | value, | ||
| rdpe_t | error ) |
Evaluate a secular equation sec in the point x.
| s | The mps_context of the computation. |
| p | The secular equation to evaluate. |
| x | The point in which the sceular equation must be evaluated. |
| value | The value of the secular equation in the point x. |
| error | A bound to the absolute value of the error introduced in the computation. |