Wednesday, 12 February 2020 18:42

Working with the Recursive SQLScript limit in HANA

Written by https://blogs.sap.com/2020/02/13/working-with-the-recursive-sqlscript-limit-in-hana/
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Source https://blogs.sap.com/2020/02/13/working-with-the-recursive-sqlscript-limit-in-hana/

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I ran across this as I was rewriting some database-related JAVA code as an SQLScript procedure.

While this call-depth check would normally be a showstopper, it looks like with some thought and knowledge of SQLScript capabilities, the limit can be easily overcome.

I assume this limit applies to procedures and not functions because it is related to the fact that procedures can execute inserts, updates, and deletes to tables, whereas functions cannot. The origin of the limit “32” is likewise not known. It does turn out that the SAP ASE database system likewise has the same type of recursive capability and limitation even though it is not documented at all, so I would not view the HANA limitation negatively.

The Business Application


The code under review involves inventory cost methods for equity stock security purchases and sales. When we sell a security, FIFO, LIFO, and moving average accounting methods are applied to the 2nd part of the accounting journal entry, which is the cost part rather than the revenue part.

For cost, we calculate the reduction in inventory and the cost of securities sold. The recursive goal is to figure out which securities to use for costing. Although we could use an SQL loop to select the oldest securities (in the case of FIFO), recursion is also viable. When implementing this, we have many cases where positions for more than 32 small security purchases need to be unwound, in order match one large security sale.

The Recursion Limit Solution


The solution to the recursive call-depth limit is surprising simple.

First, the design of each recursive iteration must be transactionally complete, so that the input of the next iteration does not depend on the result of the previous iteration. This disqualifies things like the factorial example in the HANA documentation. Instead, we must have a design where each iteration commits results to the database so that the next iteration can continue from a known point. If SQL functions had a call-depth limit (which they do not), they too would have been disqualified since they cannot persist results in the form of updates, inserts, and deletes to tables.

Second, we need a way to continue the recursive iteration if it stops. Fortunately, SQLScript has EXIT and CONTINUE exception handlers. With this, we can trap SQL error code 1340 and continue the recursive iteration.

The following is a sample data set, code, and report for a recursive FIFO security costing method which does not abort on a ERR_SQLSCRIPT_NESTED_CALL_TOO_DEEP error. In addition a recursion example, we also have a useful example of the HANA hierarchy feature:

Here is the data set

 -- Chronological inventory of purchases (-) and sales (+) create table inventory ( id int not null, settleDate date not null, qty int not null, cost decimal(4,2) null, position int not null); -- Hierarchy for fifo match create table f_fifo ( parent_id int null, node_id int not null, ord int not null, settleDate date not null, qty int not null, cost decimal(4,2) not null); create sequence ord start with 1 increment by 1; 
 insert into inventory values(1004286312,to_date('10/01/2019','MM/DD/YYYY'),-100,10.00,-100); insert into inventory values(1004286313,to_date('10/03/2019','MM/DD/YYYY'),-100,11.00,-100); insert into inventory values(1004286314,to_date('10/05/2019','MM/DD/YYYY'), 150,null, 150); insert into inventory values(1004286315,to_date('10/06/2019','MM/DD/YYYY'),-100,10.80,-100); insert into inventory values(1004286316,to_date('10/07/2019','MM/DD/YYYY'), 50,null, 50); 

Here is the code

 create or replace procedure sp_fifo (in sId int) as begin declare sPosition, diff, pPosition, pId int; declare sSettleDate date; declare pCost decimal(10,2); -- The oldest purchase (fifo) select id, position, cost into pId, pPosition, pCost default null, 0, null from inventory where id = (select min(id) from inventory where position < 0); -- The sale select position, settleDate into sPosition, sSettleDate default 0, null from inventory where id = :sId; if :pPosition < 0 and :sPositon > 0 then diff = case when :sPosition + :pPosition < 0 then 0 else :sPosition + :pPosition end; update inventory set position = position + (:sPosition - :diff) where id = :pId; update inventory set position = :diff where id = :sId; insert into f_fifo values (:pId,:sId,ord.nextval,:sSettleDate, :sPosition - :diff,:pCost); call sp_fifo (:sId); end if; end; 
 create or replace procedure sp_unwind (in sId int) as begin using sqlscript_print as prtlib; using sqlscript_string as strlib; declare msg nvarchar(5000) = strlib:format('recursion limit {} exceeded. continuing.',32); -- Restart fifo if recursion limit reached. declare continue handler for sql_error_code 1340 begin prtlib:print_line(:msg); call sp_fifo(:sId); end; call sp_fifo(:sId); end; 

Here is how to run it

 call sp_unwind (1004286314); -- unwind the first sale call sp_unwind (1004286316); -- unwind the second sale 

And here is the result


We start with inventory input table, showing three purchases and two sales:

 id settleDate ps qty cost ---------- ---------- -------- ---- ----- 1004286312 2019-10-01 purchase -100 10.00 1004286313 2019-10-03 purchase -100 11.00 1004286314 2019-10-05 sale 150 1004286315 2019-10-06 purchase -100 10.80 1004286316 2019-10-07 sale 50 


After executing sp_unwind(), the f_fifo table contains costing rows for the sales. Next, we create a Hierarchy data structure as a view over the f_fifo sales posted via sp_unwind(), along with the original purchases posted in the inventory table:

 create view h_fifo as select * from hierarchy ( source ( select * from f_fifo union all select null as parent_id, id as node_id, id as ord, settleDate, qty, cost from inventory where qty < 0) sibling order by ord); 
 ps parent_id node_id settleDate qty cost -------- ---------- ---------- ---------- ---- ----- purchase null 1004286312 2019-10-01 -100 10.00 purchase null 1004286313 2019-10-03 -100 11.00 sale 1004286312 1004286314 2019-10-05 100 10.00 sale 1004286313 1004286314 2019-10-05 50 11.00 purchase null 1004286315 2019-10-06 -100 10.80 sale 1004286313 1004286316 2019-10-07 50 11.00 


I am using a Hierarchy data structure over both purchases and sales so that I can net the notionals (qty*cost) to compute a balance. For a parent purchase node which is a (-) quantity, sales are applied to it with a (+) quantity as a child node. Child nodes are added as the sale proceeds recursively. If the purchase has been completely unwound, then the balance is 0.0. The hierarchy_descendants_aggregate() function is used to net parent purchases with matching child sales.

Now we compose the query for the final report, showing notionals and balances:

 select case when hierarchy_aggregate_type = 0 then 'entry' else 'balance' end "type", case when hierarchy_level = 1 then 'purchase' when hierarchy_level != 1 and hierarchy_aggregate_type = 0 then 'sale' else null end "ps", node_id "id", settleDate "settleDate", qty "qty", cost "cost", qty*cost "notional", balance "balance" from hierarchy_descendants_aggregate ( source h_fifo measures ( sum(qty*cost) as balance ) with total null ) order by hierarchy_aggregate_type,settleDate,ord; 
 type ps id settleDate qty cost notional balance ------- -------- ----------- ---------- ---- ----- -------- -------- entry purchase 1004286312 2019-10-01 -100 10.00 -1000.00 0.00 entry purchase 1004286313 2019-10-03 -100 11.00 -1100.00 0.00 entry sale 1004286314 2019-10-05 100 10.00 1000.00 1000.00 entry sale 1004286314 2019-10-05 50 11.00 550.00 550.00 entry purchase 1004286315 2019-10-06 -100 10.80 -1080.00 -1080.00 entry sale 1004286316 2019-10-07 50 11.00 550.00 550.00 balance -1080.00 


With this, we show that a combination of HANA features for recursion and hierarchies can be used together in just a few lines of code to efficiently solve what used to be a considerable investment in an external JAVA application.

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