SAP ABAP Data Element JBRINTTYP (Interpolation Procedure)
Hierarchy
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SAP_APPL (Software Component) Logistics and Accounting
⤷ TR (Application Component) Treasury
⤷ JBST (Package) Standard objects of application development IS-B EGK
⤷ TR (Application Component) Treasury
⤷ JBST (Package) Standard objects of application development IS-B EGK
Basic Data
Data Element | JBRINTTYP |
Short Description | Interpolation Procedure |
Data Type
Category of Dictionary Type | D | Domain |
Type of Object Referenced | No Information | |
Domain / Name of Reference Type | JBRINTTYP | |
Data Type | CHAR | Character String |
Length | 1 | |
Decimal Places | 0 | |
Output Length | 1 | |
Value Table |
Further Characteristics
Search Help: Name | ||
Search Help: Parameters | ||
Parameter ID | ||
Default Component name | ||
Change document | ||
No Input History | ||
Basic direction is set to LTR | ||
No BIDI Filtering |
Field Label
Length | Field Label | |
Short | 6 | IntCat |
Medium | 15 | Interpolation |
Long | 23 | Interpolation procedure |
Heading | 23 | Interpolation procedure |
Documentation
Definition
You define an interpolation procedure for each yield curve type. It determines which method is used to calculate missing grid points using existing reference interest rates. The following interpolation procedures are supported:
- Linear interpolation
- Cubic spline interpolation
With cubic spline interpolation, third-degree polynomials are used for the interpolation. The advantage in comparison to linear interpolation is that instead of having a constant curve, continuous differentiation is possible, resulting in a "smoother" curve. Another characteristic is that when your initial data is monotone (such as a rising yield curve), the resulting curve is also monotone.
History
Last changed by/on | SAP | 20011002 |
SAP Release Created in |