oracle university live virtual seminar sql masterclass rob van wijk2011

Oracle University

Live Virtual Seminar SQL Masterclass

Rob van Wijk • 2011

About me

• Work with Oracle and SQL since 1995• From:

• Blog:

• Forums:

•

Utrecht, Netherlands

Agenda

Part One: Do More With SQL

Analytic Functions

15-minute break

Part Two: SQL Model Clause

one-hour break

Part Three: Recursive Subquery Factoring

15-minute break

Part Four: Grouping & Aggregating

Frequently Occuring SQL Problems

Part 1a: Do More With SQL

Goals

• As practical as possible

• As less regurgitating of documentation as possible

• Lots of example scripts

• Recognizable problems

• Do as much as possible in SQL and avoid shipping

records for processing to PL/SQL or even Java at a

middle tier.

If you want to build a ship, don't drum up the men togather wood, divide the work and give orders.

Instead, teach them to yearn for the vast and endless sea.

– Antoine de Saint Exupéry

One SQL engine versus …

… two engines.

procedural engine

SQL engine

context swtiches

dmws1.sql

You risk wrong results because of different start times of queries with default READ COMMITTED isolation level

dmws2.sql

Using SELECT statements in your DML

• INSERT INTO … SELECT …

• DELETE … WHERE rowid IN ( SELECT … )

• The trouble with UPDATE statements

• Use Merge

• Updateable Join Views uj2.sql

uj1.sql

Part 1b: Analytic Functions

Analytic Functions: Topics

• Introduction

• Mind set

• Evaluation order

• Main syntax

• Examples

• Window clause

Analytic Functions: Introduction

Of every employee please show me:

• His name

• The department he’s working in

• His salary

• The cumulative salary per department

• Percentage of salary within the department

• Percentage of salary within the company

where employees are sorted by department and salary

af1c.sqlaf1b.sqlaf1a.sql

Analytic Functions: Introduction

• Since 8.1.6 Enterprise Edition

• Look like well known aggregate functions like SUM,

COUNT and AVG

• … but they don’t aggregate

• Prevents self joins

• Have been extended with new functions and new

options in more recent versions

af2.sql

Analytic Functions: Mind set

Don’t think “rows” …

EMPNO ENAME JOB MGR HIREDATE SAL COMM DEPTNO---------- ---------- --------- ---------- -------- ---------- ---------- ---------- 7782 CLARK MANAGER 7839 09-06-81 2450 10 7839 KING PRESIDENT 17-11-81 5000 10 7934 MILLER CLERK 7782 23-01-82 1300 10 7876 ADAMS CLERK 7788 23-05-87 1100 20

7902 FORD ANALYST 7566 03-12-81 3000 20

7566 JONES MANAGER 7839 02-04-81 2975 20 7788 SCOTT ANALYST 7566 19-04-87 3000 20 7369 SMITH CLERK 7902 17-12-80 800 20 7499 ALLEN SALESMAN 7698 20-02-81 1600 300 30 7698 BLAKE MANAGER 7839 01-05-81 2850 30 7900 JAMES CLERK 7698 03-12-81 950 30 7654 MARTIN SALESMAN 7698 28-09-81 1250 1400 30 7844 TURNER SALESMAN 7698 08-09-81 1500 0 30 7521 WARD SALESMAN 7698 22-02-81 1250 500 30

7902 FORD ANALYST 7566 03-12-81 3000 20

Analytic Functions: Mind set

… but think “sets” EMPNO ENAME JOB MGR HIREDATE SAL COMM DEPTNO---------- ---------- --------- ---------- -------- ---------- ---------- ----------

7782 CLARK MANAGER 7839 09-06-81 2450 10 7839 KING PRESIDENT 17-11-81 5000 10 7934 MILLER CLERK 7782 23-01-82 1300 10 7876 ADAMS CLERK 7788 23-05-87 1100 20 7902 FORD ANALYST 7566 03-12-81 3000 20 7566 JONES MANAGER 7839 02-04-81 2975 20 7788 SCOTT ANALYST 7566 19-04-87 3000 20 7369 SMITH CLERK 7902 17-12-80 800 20 7499 ALLEN SALESMAN 7698 20-02-81 1600 300 30 7698 BLAKE MANAGER 7839 01-05-81 2850 30 7900 JAMES CLERK 7698 03-12-81 950 30 7654 MARTIN SALESMAN 7698 28-09-81 1250 1400 30 7844 TURNER SALESMAN 7698 08-09-81 1500 0 30 7521 WARD SALESMAN 7698 22-02-81 1250 500 30

EMPNO ENAME JOB MGR HIREDATE SAL COMM DEPTNO---------- ---------- --------- ---------- -------- ---------- ---------- ----------

7782 CLARK MANAGER 7839 09-06-81 2450 10 7839 KING PRESIDENT 17-11-81 5000 10 7934 MILLER CLERK 7782 23-01-82 1300 10

7876 ADAMS CLERK 7788 23-05-87 1100 20 7902 FORD ANALYST 7566 03-12-81 3000 20 7566 JONES MANAGER 7839 02-04-81 2975 20 7788 SCOTT ANALYST 7566 19-04-87 3000 20 7369 SMITH CLERK 7902 17-12-80 800 20

7499 ALLEN SALESMAN 7698 20-02-81 1600 300 30 7698 BLAKE MANAGER 7839 01-05-81 2850 30 7900 JAMES CLERK 7698 03-12-81 950 30 7654 MARTIN SALESMAN 7698 28-09-81 1250 1400 30 7844 TURNER SALESMAN 7698 08-09-81 1500 0 30 7521 WARD SALESMAN 7698 22-02-81 1250 500 30

Analytic Functions: Evaluation order

• Last

• Even after evaluating HAVING clause

• And after ROWNUM has been assigned

• But before ORDER BY clause

• Filtering on outcome of analytic function: nest the

query using an inline view or use subquery factoring

af3b.sqlaf3a.sql

Analytic Functions: Main syntax

<function> (<argument>, <argument>, …)

OVER

(<partition clause>

<order by clause>

<window clause>

)

Analytic Functions: The functions

LAG FIRST / LAST PERCENT_RANK

LEAD COUNT PERCENTILE_DISC

FIRST_VALUE SUM PERCENTILE_CONT

LAST_VALUE MAX CORR

NTH_VALUE MIN COVAR_POP

RANK AVG VARIANCE

DENSE_RANK NTILE VAR_x (2 times)

RATIO_TO_REPORT CUME_DIST STDDEV_x (3 times)

ROW_NUMBER LISTAGG REGR_x (9 times)

Analytic Functions: Partition clause

PARTITION BY <expression> [,<expression>]*

to let the analytic function operate on a subset of the rows with the same values for the

partition by expression values.

af4.sql

Analytic Functions: Order By clause

ORDER BY <expression> [ASC|DESC] [NULLS

FIRST|NULLS LAST], …

Its presence changes the default window of an analytic function from the total set to a running

total.

af5.sql

Analytic Functions: Example 1

Top N queries

What do I mean exactly with:

“Show me the top 3 earning employees per department”

• RANK

• DENSE_RANK

• ROW_NUMBER

af6.sql


1. David Zabriskie (USA) 0.58:31

2. Ivan Basso (ITA) + 0:17

3. Paolo Savoldelli (ITA) + 0:44

4. Marzio Bruseghin (ITA) + 0:48

5. Serguei Gonchar (UKR) z.t.

6. Vladimir Karpets (RUS) + 1:07

7. Markus Fothen (GER) + 1:15

8. Thomas Dekker (NLD) + 1:23

9. Jan Hruska (CZE) + 1:34

10. Danilo di Luca (ITA) z.t.

af7.sql


• Requirement: non-overlapping & consecutive periods

• Columns Startdate and maybe Enddate

• Optimize to retrieve current period

• Options:

1) No Enddate column and use correlated subquery

2) Enddate column and database trigger code to check

requirement

3) No Enddate column and use analytic function

af8.sql


• Bills can be of type “Prepayment” or “Settlement”

• Bill lines have an amount.

• Each customer pays a prepayment each month. The

bill contains one bill line with the amount.

• Each customer receives once a year a settlement bill.

• How to calculate the previous prepayment amount?

This is the amount before the last settlement bill.

af9.sql


TIME QUANTITY

-------- -----------

12:22:01 100

12:22:03 200

12:22:04 300

12:22:06 200

12:22:45 100

12:22:46 200

12:23:12 100

12:23:12 200

MIN(TIME) MAX(TIME) QUANTITY

--------- --------- -----------

12:22:01 12:22:06 800

12:22:45 12:22:46 300

12:23:12 12:23:12 300

af10.sql

Analytic Functions: Window clause

• Total set: ROWS BETWEEN UNBOUNDED

PRECEDING AND UNBOUNDED FOLLOWING

• Anchored set / running aggregate: ROWS BETWEEN

UNBOUNDED PRECEDING AND CURRENT ROW

• ROW / RANGE

af13.sql

af11.sql

af12.sql

Part 2: SQL Model Clause

SQL Model Clause: Topics

• Introduction

• Syntax

• Examples

• Performance

• Alternatives

• Conclusion

SQL Model Clause: Introduction

• Treat data as multidimensional arrays

• Complex calculations across rows

• Syntax which resembles logic programming (Prolog)

• Can prevent exporting data to external applications

like Excel/Numbers

• No more several copies of data on several PC’s

anymore

SQL Model Clause: Syntax (1)

• Divide columns in three groups: PARTITION,

DIMENSION and MEASURES

• Every partition is a separate array

• Dimensions identify a cell in every partition

• Measures are the columns you want to (re-)calculate

• The rules tell you how the data is to be manipulated

SQL Model Clause: Examples

• A model clause that does nothing

• Adding an extra row to the result set

• RETURN UPDATED ROWS

• The difference between MEASURES and PARTITION

mc4.sql

mc3.sql

mc2.sql

mc1.sql

SQL Model Clause: Example from the doc

mc5.sql

SQL Model Clause: More examples

• ANY

• CV()

• FOR

• Iterating

• Reference models

• Difference between NULL and NAV

• IS PRESENT, PRESENTV and PRESENTNNV

mc11.sql

mc10.sql

mc9.sql

mc8.sql

mc7.sql

mc6.sql

mc12.sql

SQL Model Clause: Complete syntax

MODEL[<global reference options>][<reference models>][MAIN <main-name>] [PARTITION BY (<cols>)] DIMENSION BY (<cols>) MEASURES (<cols>) [<reference options>] [RULES] <rule options> (<rule>, <rule>,.., <rule>)

<global reference options> ::= <reference options> <ret-opt> <ret-opt> ::= RETURN {ALL|UPDATED} ROWS <reference options> ::= [IGNORE NAV | [KEEP NAV] [UNIQUE DIMENSION | UNIQUE SINGLE REFERENCE] <rule options> ::= [UPDATE | UPSERT | UPSERT ALL] [AUTOMATIC ORDER | SEQUENTIAL ORDER] [ITERATE (<number>) [UNTIL <condition>]] <reference models> ::= REFERENCE ON <ref-name> ON (<query>) DIMENSION BY (<cols>) MEASURES (<cols>) <reference options>

SQL Model Clause: Examples

• Financial spreadsheet

• Fibonacci

• OTN-question

• Interest and rates

mc13.sql

mc14.sql

mc15.sql

mc16.sql

SQL Model Clause: Performance

• Internal hash-tables in PGA

• Sequential Order SQL MODEL ORDERED [FAST]

• Automatic Order SQL MODEL [A]CYCLIC

• FAST left side cell references are single cell

references and aggregates at right side -if any- are

simple arithmetic non-distinct aggregates, like SUM,

COUNT, AVG and so on.

mc17.sql

SQL Model Clause: Advanced examples

• Calculating die probabilities

• Exponential Moving Average

X = (K * (C - P)) + P

Where:

X = Current EMA (i.e. EMA to be calculated)

C = Current original data value

K = Smoothing Constant

P = Previous EMA

• Sudoku solver

mc18.sql

mc19.sql

mc20.sql

Part 3: Recursive Subquery Factoring

Recursive Subquery Factoring: Topics

• Subquery Factoring

• Concepts

• Recursive Examples

• Simulating Connect By

• Performance

• More recursive examples

Subquery Factoring

• Since version 9

• Let’s you assign a name to a subquery block

• Modular Programming in SQL

• Also known as “WITH clause” or “Common Table

Expressions”

• Second to last factored subquery: comma instead of

“WITH”

• /*+ MATERIALIZE */ and /*+ INLINE */

• Must use each factored subquery?

rsf1.sql

rsf2.sql

rsf3.sql

Recursive Subquery Factoring: Concepts

• Since version 11.2

• Let’s you query hierarchical data

• More powerful than CONNECT BY

• Anchor member UNION ALL recursive member

• Recursive member cannot contain: DISTINCT, Model

clause, aggregate functions and analytic functions

• SEARCH DEPTH / BREADTH FIRST

• CYCLE

rsf4.sql

rsf5.sql

rsf6.sql

Recursive Subquery Factoring: Examples

• Fibonacci

• fib(0) = 0

• fib(1) = 1

• fib(n+2) = fib(n+1) + fib(n)

• Interest and rates

rsf7.sql

rsf8.sql

Simulating Connect By

• LEVEL

• SYS_CONNECT_BY_PATH

• CONNECT_BY_ROOT

• CONNECT_BY_ISCYCLE

• CONNECT_BY_ISLEAF

rsf9.sql

rsf10.sql

rsf11.sql

rsf12.sql

rsf13.sql

Recursive Subquery Factoring: Performance

• /*+ CONNECT_BY_FILTERING */

• /*+ NO_CONNECT_BY_FILTERING */

rsf14.sql

More Recursive Examples

• Calculating die probabilities

• Exponential Moving Average

X = (K * (C - P)) + P

Where:

X = Current EMA (i.e. EMA to be calculated)

C = Current original data value

K = Smoothing Constant

P = Previous EMA

• Sudoku solver

rsf15.sql

rsf16.sql

rsf17.sql

Part 4a: Grouping & Aggregating

aog1.sql

Grouping & Aggregating: Topics

• Introduction

• GROUPING SETS

• ROLLUP

• CUBE

• Combining and calculating

• Supporting functions

• Inner workings

• MIN/MAX … KEEP … (DENSE_RANK FIRST/LAST … )

Grouping & Aggregating: Grouping Sets (1)

GROUP BY expr1, …, exprn

≡

GROUP BY GROUPING SETS

( (expr1, …, exprn) )

aog2.sql

Grouping & Aggregating: Grouping Sets (2)


( (expr11, …, expr1n), …, (exprx1, …, exprxm) )

≡

GROUP BY expr11, … expr1n

UNION ALL

…

UNION ALL

GROUP BY exprx1, …, exprxm

aog3.sql

Grouping & Aggregating: ROLLUP (1)

GROUP BY ROLLUP ( set1, …, setn )

≡


( (set1, …, setn), (set1, …, setn-1), …, set1, () )


ROLLUP (set1, …, setN)

with N ≥ 1

leads to N+1 GROUPING SETS


Example:

GROUP BY ROLLUP ( (deptno), (job,mgr), (empno) )

≡


( (deptno,job,mgr,empno)

, (deptno,job,mgr)

, (deptno)

, () )

aog4.sql

Grouping & Aggregating: CUBE (1)

GROUP BY CUBE ( set1, …, setn )≡

GROUP BY GROUPING SETS(all possible combinations between () and (set1, …, setn) )


CUBE (set1, …, setN)

with N ≥ 1

leads to 2N GROUPING SETS


Follows Pascal’s triangle

0 sets X

1 set

2 sets

3 sets

4 sets


Example:

GROUP BY CUBE ( (deptno), (job,mgr), (empno) )

≡


( (deptno,job,mgr,empno)

, (deptno,job,mgr), (deptno,empno), (job,mgr,empno)

, (deptno), (job,mgr), (empno)

, () )

aog5.sql

Grouping & Aggregating: Calculating (1)

GROUP BY deptno, ROLLUP(empno)

?



≡

GROUP BY GROUPING SETS (deptno)

, GROUPING SETS ( empno, () )


Cartesian product !


≡

GROUP BY GROUPING SETS (deptno)

, GROUPING SETS ( (empno), () )

≡


( (deptno,empno), (deptno) )

aog6.sql


Question:

How many grouping sets does the clause below yield?

GROUP BY ROLLUP(deptno,job)

, CUBE(mgr,hiredate)

aog7.sql

Grouping & Aggregating: Functions

GROUPING

GROUPING_ID

GROUP_ID

aog8.sql

Grouping & Aggregating: Inner working (1)

SORT GROUP BY

Versus

HASH GROUP BY


1077822450

1078395000

1079341300

207369800

2075662975

2077883000

2078761100

2079023000

3074991600

3075211250

3076541250

3076982850

3078441500

307900950

10NULL8750

20NULL10875

30NULL9400+

+NULLNULL29025

incoming set

grouping set ( (deptno,empno) )

grouping set ( () )

grouping set ( (deptno) )

SORT GROUP BY

SORT GROUP BY

SORT GROUP BY

ROLLUP (DEPTNO,EMPNO)

aog9.sql


SORT GROUP BY (deptno,job)

GENERATE CUBE

SORT GROUP BY (deptno,job)

incoming set 14 rows

9 rows

36

rows

18 rows

CUBE (DEPTNO,JOB)

aog10.sql

deptno null & job null

deptno not null & job not null deptno not null & job null

deptno null & job not null


LOAD AS SELECT (into input table)

TABLE ACCESS FULL (EMP)

TEMP TABLE TRANSFORMATION

VIEW

TABLE ACCESS FULL (output table)

temporaryinput table

SYS_TEMP_...

temporaryoutput table

SYS_TEMP_...

LOAD AS SELECT (into outputtable)

HASH GROUP BY

TABLE ACCESS FULL (input table)

iterate as much times as

there are grouping sets

aog11.sql


Optimize towards a ROLLUP or CUBE execution,if possible?

aog12.sql

Grouping & Aggregating: Agg. Functions (1)

• COUNT

• SUM

• AVG

• MAX

• MIN

• STDDEV

• VARIANCE

• LISTAGG

aog13.sql

Grouping & Aggregating: Agg. Functions (2)

• MAX(…) KEEP (DENSE_RANK FIRST ORDER BY …)

• MAX(…) KEEP (DENSE_RANK LAST ORDER BY …)

• MIN(…) KEEP (DENSE_RANK FIRST ORDER BY …)

• MIN(…) KEEP (DENSE_RANK LAST ORDER BY …)

aog14.sql

Frequently Occuring Problems

• Row / Number Generation

• Interval Based Row Generation

• Splitting Comma Separated Strings

• String Aggregation

• Pivoting

• Unpivoting

• Tabibitosan

Part 4b: Frequently Occuring Problems

Row / Number Generation

fop1.sql

Interval Based Row Generation

fop2.sql

Splitting Comma Separated Strings

→

fop3.sql

String Aggregation

→

fop4.sql

Pivoting

fop5.sql

Unpivoting

fop6.sql

Tabibitosan

fop7.sql

Thank you for your attention

81 • Title of presentation

oracle university live virtual seminar sql masterclass rob van wijk2011

Documents

new functions

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known aggregate functions

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departmentpercentage

outcome of analytic