9 Solutions to 2018 Oracle SQL Puzzle of the Week #7

Namesake Puzzle

Show groups of employees having the same last name.

  • Use a single SELECT statement only
  • Use hr.employees table

Solutions:

Solution #1: Using Subquery with HAVING clause:

SELECT first_name, last_name, department_id, employee_id 
FROM hr.employees 
WHERE last_name IN (SELECT last_name 
                    FROM hr.employees 
		    GROUP BY last_name 
		    HAVING COUNT(*)>1) 
ORDER BY 2,1

Solution #2: Using Multi-Column Subquery with NO HAVING clause

SELECT first_name, last_name, department_id, employee_id 
FROM hr.employees 
WHERE (last_name, 1) IN (SELECT last_name, SIGN(COUNT(*)-1) 
                         FROM hr.employees 
			 GROUP BY last_name) 
ORDER BY 2,1

Solution #3: Using Subquery with IN operator

SELECT first_name, last_name, department_id, employee_id 
FROM hr.employees a 
WHERE last_name IN (SELECT b.last_name 
                    FROM hr.employees b 
		    WHERE a.employee_id!=b.employee_id) 
ORDER BY 2,1

Solution #4: Using Self-Join with duplicate elimination in GROUP BY

SELECT a.first_name, a.last_name, a.department_id, a.employee_id 
FROM hr.employees a JOIN hr.employees b ON a.last_name=b.last_name 
                                       AND a.employee_id!=b.employee_id 
GROUP BY a.first_name, a.last_name, a.department_id, a.employee_id 
ORDER BY 2,1

Solution #5: Using a filter by COUNT analytic function with PARTITION BY

WITH x AS ( 
SELECT first_name, last_name, department_id, employee_id,  
       COUNT(*) OVER(PARTITION BY last_name) cnt 
FROM hr.employees 
)	 
SELECT first_name, last_name, department_id, employee_id 
FROM x 
WHERE cnt>1 
ORDER BY 2,1

Solution #6: Mimicking COUNT analytic function with MODEL clause

(credit to Naoto Katayama)

WITH x AS ( 
SELECT first_name, last_name, department_id, employee_id, cnt 
FROM hr.employees 
MODEL 
RETURN UPDATED ROWS 
DIMENSION BY (last_name, employee_id) 
MEASURES(first_name, department_id, 0 AS cnt) 
RULES (cnt[ANY, ANY]=COUNT(*)[CV(), ANY]) 
) 
SELECT first_name, last_name, department_id, employee_id 
FROM x 
WHERE cnt>1 
ORDER BY 2,1

Solution #7: Filtering by LEAD and LAG analytic functions

WITH x AS ( 
SELECT first_name, last_name, department_id, employee_id,  
       LAG (last_name,1) OVER(ORDER BY last_name) lag_name, 
       LEAD(last_name,1) OVER(ORDER BY last_name) lead_name 
FROM hr.employees 
)	 
SELECT first_name, last_name, department_id, employee_id 
FROM x 
WHERE last_name IN (lag_name, lead_name) 
ORDER BY 2,1

Solution #8: Using MODEL clause with dummy measure for SIGN over analytic function expression

SELECT first_name, last_name, department_id, employee_id
FROM hr.employees 
MODEL 
RETURN UPDATED ROWS 
PARTITION BY (last_name) 
DIMENSION BY (SIGN(COUNT(*) OVER(PARTITION BY last_name)-1) AS n, 
              employee_id) 
MEASURES(first_name, department_id, 0 AS dummy) 
RULES (dummy[1, ANY]=1) 
ORDER BY 2,1

Solution #9: Using UNPIVOT with DISTINCT option over CONNECT BY with PRIOR

WITH x AS (
SELECT first_name curr_first, last_name, department_id curr_dept, employee_id curr_id, 
       PRIOR first_name prior_first, PRIOR department_id prior_dept, PRIOR employee_id prior_id
FROM hr.employees
WHERE level=2
CONNECT BY last_name=PRIOR last_name AND employee_id>PRIOR employee_id
)
SELECT DISTINCT first_name, last_name, department_id, employee_id
FROM x
UNPIVOT( 
    (first_name, department_id, employee_id)  for dummy IN ((curr_first, curr_dept, curr_id),
                                                            (prior_first,prior_dept,prior_id))
)
ORDER BY 2,1;

You can execute the above SQL statements in Oracle Live SQL environment.
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How to generate a list of first N binary numbers in Oracle SQL?

In my recent post I showed how to convert a decimal number (i.e. an integer) into a binary string. We can build upon that technique to answer the question:

WITH x AS (
SELECT LEVEL n
FROM dual
CONNECT BY LEVEL<=50
)
SELECT x.N, y.bin
FROM x, LATERAL (SELECT LISTAGG(SIGN(BITAND(x.N, POWER(2,LEVEL-1))),'') 
                        WITHIN GROUP(ORDER BY LEVEL DESC) bin
                 FROM dual
                 CONNECT BY POWER(2, LEVEL-1)<=x.N) y

Note the LATERAL keyword (Oracle 12c new feature) that enables us to reference “x” in the inline view “y”. In pre-12c world, we would have to use TABLE/CAST/MULTISET function composition to achieve the same result:

WITH x AS (
SELECT LEVEL n
FROM dual
CONNECT BY LEVEL<=50
)
SELECT x.N, y.column_value bin
FROM x, TABLE(CAST(MULTISET(
          SELECT LISTAGG(SIGN(BITAND(x.N, POWER(2,LEVEL-1))),'') 
                 WITHIN GROUP(ORDER BY LEVEL DESC) bin
          FROM dual
          CONNECT BY POWER(2, LEVEL-1)<=x.N) AS sys.odcivarchar2list)) y

The idea used in the following query is based on a totally different approach. It builds a string of “0”s and “1”s in a loop until its length reaches a desired value:

WITH x(v, n) AS (
SELECT column_value, 1
FROM TABLE(sys.odcivarchar2list('0','1'))
UNION ALL
SELECT x.v || t.column_value, x.n+1
FROM TABLE(sys.odcivarchar2list('0','1')) t JOIN x on LENGTH(x.v)=n
WHERE n<=CEIL(LOG(2,50))
), y AS (
SELECT NVL(LTRIM(x.v,'0'),'0') bin, ROWNUM-1 dec
FROM x
WHERE n=(SELECT MAX(n) FROM x)
)
SELECT *
FROM y
WHERE dec<=50

To better understand the above query, try the following one:

SELECT *                            
FROM TABLE(sys.odcivarchar2list('0','1')), 
     TABLE(sys.odcivarchar2list('0','1')),
     TABLE(sys.odcivarchar2list('0','1')),
     TABLE(sys.odcivarchar2list('0','1'))

If we put enough tables in the Cartesian product and concatenate all column_value columns in a single character string expression, we will achieve our goal. The challenge with this approach is to dynamically change the number of the tables in the FROM clause. This can be simulated in the recursive WITH clause by repeatedly adding more and more collections of bits (0 and 1).

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Integer to Binary Conversion in Oracle SQL

Interestingly enough, Oracle does not have a built-in function to convert Decimal numbers (i.e. integers) into Binary. This post offers an elegant way of doing so.

The following script is intended to be executed in SQL*Plus, so it uses some SQL*Plus commands:

column bin format a40
undefine N
SELECT LISTAGG(SIGN(BITAND(&&N, POWER(2,LEVEL-1))),'') 
       WITHIN GROUP(ORDER BY LEVEL DESC) bin
FROM dual
CONNECT BY POWER(2, LEVEL-1)<=&&N;

Result (for N=400):

BIN
-------------
110010000

Result (for N=1401):

BIN
------------
10101111001

Explanation:

How many digits may the resulting binary string have? The answer comes from Math: not more than LOG(2, N) + 1. Let’s first generate a numeric range from 1 to LOG(2,N)+1:

SELECT LEVEL
FROM dual
CONNECT BY LEVEL<=LOG(2,&N)+1

Result (for N=1401):

 LEVEL
------
     1
     2
     3
     4
     5
     6
     7
     8
     9
    10
    11

Alternatively, we can use mathematically equivalent condition in the CONNECT BY clause using POWER instead of LOG function:

SELECT LEVEL
FROM dual
CONNECT BY POWER(2,LEVEL)<=&N*2

or

SELECT LEVEL
FROM dual
CONNECT BY POWER(2,LEVEL-1)<=&N

Now, we will check every bit of the desired result (i.e. binary representation of N) by using BITAND function:

SELECT LEVEL, BITAND(&&N, POWER(2,LEVEL-1)) bit
FROM dual
CONNECT BY POWER(2,LEVEL-1)<=&&N

Result (for N=12):

LEVEL        BIT
----- ----------
    1          0
    2          0
    3          4
    4          8

Positive values in the bit column refer to a bit 1 in the corresponding position (in reverse order) of the binary value. It’s easy to turn those values to 1 by using SIGN function:

SELECT LEVEL, SIGN(BITAND(&&N, POWER(2,LEVEL-1))) bit
FROM dual
CONNECT BY POWER(2,LEVEL-1)<=&&N

Result (for N=12):

LEVEL        BIT
----- ----------
    1          0
    2          0
    3          1
    4          1

Here, we can see that we need to concatenate the values in the bit column in reverse order. This is very easy to do using LISTAGG function:

SELECT LISTAGG(SIGN(BITAND(&&N, POWER(2,LEVEL-1))),'') 
       WITHIN GROUP(ORDER BY LEVEL DESC) bin
FROM dual
CONNECT BY POWER(2,LEVEL-1)<=&&N

Result (for N=12):

BIN
----------
1100

Note that we sorted all the rows in descending order of the LEVEL to obtain the correct order of bits.

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How to Simulate SIGN Function

Puzzle of the day:

How to simulate the SIGN function in Oracle SQL by only using CEIL, FLOOR, and ABS Oracle SQL functions along with arithmetic operators? No PL/SQL.

Solution:

SIGN(x)=CEIL(x/(1+ABS(x)))+FLOOR(x/(1+ABS(x)))

In SQL, we can demonstrate it as follows:

WITH r AS (
SELECT dbms_random.VALUE(-999,999) rnd
FROM dual
CONNECT BY LEVEL<=10
UNION ALL
SELECT 0
FROM dual
)
SELECT rnd, SIGN(rnd), CEIL(rnd/(1+ABS(rnd)))+FLOOR(rnd/(1+ABS(rnd))) "MySign"
FROM r

Result:

       RND  SIGN(RND)     MySign
---------- ---------- ----------
  -519.606         -1         -1
-657.62692         -1         -1
414.625079          1          1
736.175183          1          1
268.689074          1          1
-647.12649         -1         -1
338.192233          1          1
784.780876          1          1
-529.69184         -1         -1
-596.56803         -1         -1
         0          0          0

As you can see, “MySign” column perfectly matches SIGN column.

Comment:

WITH clause is needed to generate 10 random values in the range of -999 .. +999. “0” value is added to demonstrate a special case as it is unlikely that zero will be randomly generated.

 

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6 Solutions to Puzzle of the Week #19

Puzzle of the Week #19:

Produce the department salary report (shown below) with the following  assumptions/requirements:

  • Use Single SELECT statement only
  • DECODE and CASE functions are not allowed
  • An employee’s salary is shown in the corresponding department column (10, 20 or 30), all other department columns should contain NULLs.
  • The query should work in Oracle 11g.

Expected Result:

ENAME              10         20         30
---------- ---------- ---------- ----------
SMITH                        800
ALLEN                                  1600
WARD                                   1250
JONES                       2975
MARTIN                                 1250
BLAKE                                  2850
CLARK            2450
SCOTT                       3000
KING             5000
TURNER                                 1500
ADAMS                       1100
JAMES                                   950
FORD                        3000
MILLER           1300

Solutions:

#1: Using NULLIF, ABS, and SIGN functions

SELECT ename, NULLIF(sal * (1-ABS(SIGN(deptno-10))),0) "10",
              NULLIF(sal * (1-ABS(SIGN(deptno-20))),0) "20",
              NULLIF(sal * (1-ABS(SIGN(deptno-30))),0) "30"
FROM emp

#2: Using NULLIF and INSTR functions

SELECT ename, NULLIF(sal * INSTR(deptno, 10), 0) "10",
              NULLIF(sal * INSTR(deptno, 20), 0) "20",
              NULLIF(sal * INSTR(deptno, 30), 0) "30"
FROM emp

#3: Using NVL2 and NULLIF functions

SELECT ename, NVL2(NULLIF(deptno, 10), NULL, 1) * sal "10",
              NVL2(NULLIF(deptno, 20), NULL, 1) * sal "20",
              NVL2(NULLIF(deptno, 30), NULL, 1) * sal "30"
FROM emp

#4: Using PIVOT clause

SELECT *
FROM  (SELECT deptno, ename, sal
       FROM emp)
PIVOT (MAX(sal)
       FOR deptno IN (10, 20, 30)
      );

#5: Using Scalar SELECT statements in SELECT clause

SELECT ename,
       (SELECT sal FROM emp WHERE empno=e.empno AND deptno=10) "10",
       (SELECT sal FROM emp WHERE empno=e.empno AND deptno=20) "20",
       (SELECT sal FROM emp WHERE empno=e.empno AND deptno=30) "30"
FROM emp e;

#6: Using UNION (different sort order)

SELECT ename, sal "10", NULL "20", NULL "30"
FROM emp
WHERE deptno=10
UNION
SELECT ename, NULL, sal, NULL
FROM emp
WHERE deptno=20
UNION
SELECT ename, NULL, NULL, sal
FROM emp
WHERE deptno=30;

ENAME              10         20         30
---------- ---------- ---------- ----------
ADAMS                       1100
ALLEN                                  1600
BLAKE                                  2850
CLARK            2450
FORD                        3000
JAMES                                   950
JONES                       2975
KING             5000
MARTIN                                 1250
MILLER           1300
SCOTT                       3000
SMITH                        800
TURNER                                 1500
WARD                                   125

My Oracle Group on Facebook:

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Would you like to read about many more tricks and puzzles?

For more tricks and cool techniques check my book “Oracle SQL Tricks and Workarounds” for instructions.