Difference between revisions of "MySQL/scripts"

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see: main [[MySQL]] article.
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*Find duplicate entries
 
*Find duplicate entries
 
  SELECT accession,count(*) AS n
 
  SELECT accession,count(*) AS n
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  SELECT RIGHT(1000 + id,3) AS id FROM mydb;
 
  SELECT RIGHT(1000 + id,3) AS id FROM mydb;
  
==Relational algebra (RA)===
+
==Relational algebra (RA)==
 
''Note: Taken from the MIT course in [http://www.aduni.org/courses/databases/index.php?view=cw Database Management Systems].''
 
''Note: Taken from the MIT course in [http://www.aduni.org/courses/databases/index.php?view=cw Database Management Systems].''
  

Revision as of 07:52, 25 August 2007

see: main MySQL article.
  • Find duplicate entries
SELECT accession,count(*) AS n
FROM mydb
WHERE kingdom!='Bacteria'
GROUP BY accession HAVING n>2;
  • Padding integers

Say you have a series of integers for your id column in a table and you wish to pad them with zeros if they are less than 1000 (i.e., "1" -> "001"), then:

SELECT RIGHT(1000 + id,3) AS id FROM mydb;

Relational algebra (RA)

Note: Taken from the MIT course in Database Management Systems.

Consider the following relations and query:

student(_sname_,major,year)
class(_cnum_,building)
enrolled(_sname_,_cnum_,_time_)
  

QUESTION: "The majors of students who take at least one class in the physics building"

which could be written in SQL as:

SELECT DISTINCT major
FROM student S,class C,enrolled E
WHERE S.sname = E.sname
  AND E.cnum = C.cnum
  AND C.building = 'physics'
  

The RA could be written as:

PI_{major}( SIGMA_{building='physics'}((student JOIN
  enrolled) JOIN class)
  (where _{x} means subscripted x)
  

HW: Write three relational algebra trees showing different ways of evaluating this query (you do not need to annotate your diagram with choices of implementation for each operation, i.e. just draw the trees, not full evaluation plans).