Hi,
I have a logic in my program where the internal table is sorted both ascending and descending as shown below:
Sort itab by A B ascending C D descending.
Can I use binary search on this if I read the table only with the first two fields like REAT itab by A B Binary Search? I thought this should work, but it's failing. Can you please help me with this? I know there are too many posts already posted reg. Binary search, but still couldn't find anything very similar to this.
Thanks in advance.
Regards,
Rajarajan.
"I thought this should work, but it's failing."
As Horst said, please be factual, what do you expect exactly, what do you get exactly? With an example please!You should use a SORTED table for preference. But if you have to use a standard table, then if you read the documentation about BINARY SEARCH, you'll see it only applies to ascending orders.
"I thought this should work, but it's failing."
What's exactly your problem? The following is working perfectly fine:
DATA(rnd) = cl_abap_random_int=>create( seed = + sy-uzeit min = 1 max = 100 ).
DATA: BEGIN OF line, a TYPE i, b TYPE i, c TYPE i, d TYPE i, END OF line, itab LIKE TABLE OF line WITH EMPTY KEY.
DO 10000 TIMES. itab = VALUE #( BASE itab ( a = rnd->get_next( ) b = rnd->get_next( ) c = rnd->get_next( ) d = rnd->get_next( ) ) ). ENDDO.
SORT itab BY a b ASCENDING c d DESCENDING.
READ TABLE itab INTO DATA(wa) WITH KEY a = 10 b = 10 BINARY SEARCH.
BREAK-POINT.
I am getting sy-subrc value of '8'. No data is read although entry exists for the Read criteria.
Also the internal table which is READ is of type declared with addition "WITH KEY" on a different field.
Example:
TYPES: begin of i_data,
A type i,
E type i,
C type i,
B type I,
D type i,
End of i_data.
itab type standard table of i_data WITH KEY E.
SORT itab by A B ascending C D descending.
READ itab into wa WITH KEY field1 = A field2 = B BINARY SEARCH.
As Matthew said previously: "if you read the documentation about BINARY SEARCH, you'll see it only applies to ascending orders"
In addition to ABAP documentation, you can find some information about binary search in this ancient blog. Hopefully it'll make it clear.