I have a table with two columns: intGroupID, decAmount
I want to have a query that can basically return the intGroupID as a result if for every positive(+) decAmount, there is an equal and opposite negative(-) decAmount.
So a table of (id=1,amount=1.0),(1,2.0),(1,-1.0),(1,-2.0) would return back the intGroupID of 1, because for each positive number there exists a negative number to match.
What I know so far is that there must be an equal number of decAmounts (so I enforce a count(*) % 2 = 0) and the sum of all rows must = 0.0. However, some cases that get by that logic are:
ID | Amount
This has a sum of 0.0 and has an even number of rows, but there is not a 1-for-1 relationship of positives to negatives. I need a query that can basically tell me if there is a negative amount for each positive amount, without reusing any of the rows.
I tried counting the distinct absolute values of the numbers and enforcing that it is less than the count of all rows, but it's not catching everything.
The code I have so far:
DECLARE @tblTest TABLE(
intGroupID INT
,decAmount DECIMAL(19,2)
);
INSERT INTO @tblTest (intGroupID ,decAmount)
VALUES (1,-1.0),(1,1.0),(1,2.0),(1,-2.0),(1,3.0),(1,2.0),(1,-4.0),(1,-1.0);
DECLARE @intABSCount INT = 0
,@intFullCount INT = 0;
SELECT @intFullCount = COUNT(*) FROM @tblTest;
SELECT @intABSCount = COUNT(*) FROM (
SELECT DISTINCT ABS(decAmount) AS absCount FROM @tblTest GROUP BY ABS(decAmount)
) AS absCount
SELECT t1.intGroupID
FROM @tblTest AS t1
/* Make Sure Even Number Of Rows */
INNER JOIN
(SELECT COUNT(*) AS intCount FROM @tblTest
)
AS t2 ON t2.intCount % 2 = 0
/* Make Sure Sum = 0.0 */
INNER JOIN
(SELECT SUM(decAmount) AS decSum FROM @tblTest)
AS t3 ON decSum = 0.0
/* Make Sure Count of Absolute Values < Count of Values */
WHERE
@intABSCount < @intFullCount
GROUP BY t1.intGroupID
I think there is probably a better way to check this table, possibly by finding pairs and removing them from the table and seeing if there's anything left in the table once there are no more positive/negative matches, but I'd rather not have to use recursion/cursors.
Create TABLE #tblTest (
intA INT
,decA DECIMAL(19,2)
);
INSERT INTO #tblTest (intA,decA)
VALUES (1,-1.0),(1,1.0),(1,2.0),(1,-2.0),(1,3.0),(1,2.0),(1,-4.0),(1,-1.0), (5,-5.0),(5,5.0) ;
SELECT * FROM #tblTest;
SELECT
intA
, MIN(Result) as IsBalanced
FROM
(
SELECT intA, X,Result =
CASE
WHEN count(*)%2 = 0 THEN 1
ELSE 0
END
FROM
(
---- Start thinking here --- inside-out
SELECT
intA
, x =
CASE
WHEN decA < 0 THEN
-1 * decA
ELSE
decA
END
FROM #tblTest
) t1
Group by intA, X
)t2
GROUP BY intA
Not tested but I think you can get the idea
This returns the id that do not conform
The not is easier to test / debug
select pos.*, neg.*
from
( select id, amount, count(*) as ccount
from tbl
where amount > 0
group by id, amount ) pos
full outer join
( select id, amount, count(*) as ccount
from tbl
where amount < 0
group by id, amount ) neg
on pos.id = neg.id
and pos.amount = -neg.amount
and pos.ccount = neg.ccount
where pos.id is null
or neg.id is null
I think this will return a list of id that do conform
select distinct(id) from tbl
except
select distinct(isnull(pos.id, neg.id))
from
( select id, amount, count(*) as ccount
from tbl
where amount > 0
group by id, amount ) pos
full outer join
( select id, amount, count(*) as ccount
from tbl
where amount < 0
group by id, amount ) neg
on pos.id = neg.id
and pos.amount = -neg.amount
and pos.ccount = neg.ccount
where pos.id is null
or neg.id is null
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