SAP Function Modules

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RM_MC_ND_SERIE_SG SAP Function module - Generates a normally distributed sample (variance = 1, average = 0)







RM_MC_ND_SERIE_SG is a standard SAP function module available within R/3 SAP systems depending on your version and release level. Below is the pattern details for this FM showing its interface including any import and export parameters, exceptions etc as well as any documentation contributions (Comments) specific to the object.

See here to view full function module documentation and code listing, simply by entering the name RM_MC_ND_SERIE_SG into the relevant SAP transaction such as SE37 or SE80.

Associated Function Group: RMMC
Released Date: Not Released
Processing type: Normal fucntion module
Normal function module settings


Pattern for FM RM_MC_ND_SERIE_SG - RM MC ND SERIE SG 





CALL FUNCTION 'RM_MC_ND_SERIE_SG' "Generates a normally distributed sample (variance = 1, average = 0)
  EXPORTING
    i_stichproben_umfang =      " jbrihsdef-history  Sample Size
*   i_default_node = 0          " jbrrhblatt-rknoten  Default Value for Returned Sample
  TABLES
    e_stichprobe =              " vtvuemc_korr_timeserie  Sample for Risk Hierarchy Node
    .  "  RM_MC_ND_SERIE_SG

ABAP code example for Function Module RM_MC_ND_SERIE_SG





The ABAP code below is a full code listing to execute function module RM_MC_ND_SERIE_SG including all data declarations. The code uses the latest in-line data DECLARATION SYNTAX but I have included an ABAP code snippet at the end to show how declarations would look using the original method of declaring data variables up front. This will allow you to compare and fully understand the new inline method. Please note some of the newer syntax such as the @DATA is not available until a later 4.70 service pack (SP8).

DATA:
it_e_stichprobe    TYPE STANDARD TABLE OF VTVUEMC_KORR_TIMESERIE,"TABLES PARAM
wa_e_stichprobe  LIKE LINE OF it_e_stichprobe
.





DATA(ld_i_stichproben_umfang) = Check type of data required
 

SELECT single RKNOTEN 
  FROM JBRRHBLATT 
  INTO @DATA(ld_i_default_node).

 

"populate fields of struture and append to itab
append wa_e_stichprobe to it_e_stichprobe.
.

CALL FUNCTION 'RM_MC_ND_SERIE_SG'
  EXPORTING
    i_stichproben_umfang =       ld_i_stichproben_umfang
*   i_default_node =             ld_i_default_node
  TABLES
    e_stichprobe =               it_e_stichprobe
    .  "  RM_MC_ND_SERIE_SG

IF SY-SUBRC EQ 0.
  "All OK
ENDIF.







ABAP code to compare 7.40 inline data declaration with original syntax

The below ABAP code uses the older none in-line data declarations. This allows you to see the coding differences/benefits of the later inline syntax. It may also be useful if you are using an older version of SAP as some of the newer syntax above, such as the @DATA is not available until 4.70 EHP 8.

DATA:


ld_i_stichproben_umfang  TYPE JBRIHSDEF-HISTORY ,
it_e_stichprobe  TYPE STANDARD TABLE OF VTVUEMC_KORR_TIMESERIE ,
wa_e_stichprobe  LIKE LINE OF it_e_stichprobe,
ld_i_default_node  TYPE JBRRHBLATT-RKNOTEN .





ld_i_stichproben_umfang = Check type of data required 

"populate fields of struture and append to itab
append wa_e_stichprobe to it_e_stichprobe.

SELECT single RKNOTEN 
  FROM JBRRHBLATT 
  INTO ld_i_default_node.

Contribute (Add Comments)

Please help keep this info upto date and use the comments section below to add useful hints, tips and information specific to this SAP function. This will then be available for you and other users to easily find by simply searching on the object name RM_MC_ND_SERIE_SG or its description.


   
 

RM_MC_ND_SERIE_SG - Generates a normally distributed sample (variance = 1, average = 0)
RM_MC_ND_SERIE_IND_TREE - Generates indep. normally distributed sample vector (Var=1, Avg=0 Corr
RM_MC_ND_SERIE_IND_SG - Generates indep. normally distributed sample vector (Var=1, Avg=0 Corr
RM_MC_ND_SERIE_IND_BOX_MULLER - Generates indep. normally distributed sample vector (Var=1, Avg=0 Corr
RM_MC_ND_SERIE_BOX_MULLER - Generates a normally distributed sample (V=1 M=0) using Box-Muller
RM_MC_MATRIX_MULTIPLICATION - Multiplies a matrix of category VTVVKMATRIX by a vector