Returns the non-fatal error status.
Namespace:
Imsl.Math
Assembly:
ImslCS (in ImslCS.dll) Version: 6.5.0.0
Syntax
| C# |
|---|
public int ErrorStatus { get; } |
| Visual Basic (Declaration) |
|---|
Public ReadOnly Property ErrorStatus As Integer |
| Visual C++ |
|---|
public:
property int ErrorStatus {
int get ();
} |
Field Value
An
int specifying the non-fatal error status:
| Status | Meaning |
|---|
| 0 | No error. |
| 1 | Maximum number of subdivisions allowed has been achieved.
One can allow more subdivisions by setting the
MaxSubintervals. If this yields no improvement it is
advised to analyze the integrand in order to determine the
integration difficulties. If the position of a local difficulty
can be determined (e.g. singularity, discontinuity within the
interval) one will probably gain from splitting up the interval
at this point and calling the integrator on the subranges. If
possible, an appropriate special-purpose integrator should be
used, which is designed for handling the type of difficulty
involved. |
| 2 | The occurrence of roundoff error is detected, which
prevents the requested tolerance from being achieved. The error
may be under-estimated. |
| 3 | Extremely bad integrand behavior occurs at some points of
the integration interval. |
| 4 | The algorithm does not converge. Roundoff error is detected in the
extrapolation table. It is presumed that the requested tolerance cannot be
obtained. |
| 5 | The algorithm does not converge. Roundoff error is detected
in the extrapolation table. It is presumed that the requested
tolerance cannot be achieved, and that the returned result is
the best which can be obtained. |
| 6 | The integral is probably divergent, or slowly convergent.
It must be noted that divergence can occur with any other
status value. |
See Also
