IAT 800 Recursion Oct 28 2009 IAT 800
- Slides: 20
IAT 800 Recursion Oct 28, 2009 IAT 800 1
Today’s Excitement g Recursion Oct 28, 2009 IAT 800 2
Recursion g Recursion basically means calling a method from inside itself. int factorial(int n) { if( n > 1 ) { return( n* factorial( n-1 ) ); } else return( 1 ); } Oct 28, 2009 IAT 800 3
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) { if(n > 1) { return( n* factorial( n-1 ) ); } else return( 1 ); } Oct 28, 2009 IAT 800 4
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) { { if(n > 1) { { return( n* factorial( n-1 ) ); } } else return( 1 ); } } Oct 28, 2009 IAT 800 5
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) int factorial(int n) (n=1) { { { if(n > 1) { { { return( n* factorial( n-1 ) ); return( n* factorial( n-1 } } } else return( 1 ); } } } Oct 28, 2009 IAT 800 6
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) int factorial(int n) (n=1) { { { if(n > 1) { { { return( n* factorial( n-1 ) ); return( n* factorial( n-1 } } } else return( 1 ); } } } Oct 28, 2009 IAT 800 7
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) { { if(n > 1) { { return( n* factorial( n-1 ) ); } } else return( 1 ); } } Oct 28, 2009 IAT 800 1 8
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) { { if(n > 1) { { return( n* factorial( n-1 ) ); return( n* 1 ); } } else return( 1 ); } } Oct 28, 2009 IAT 800 9
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) int factorial(int n) (n=2) { { if(n > 1) { { return( n* factorial( n-1 ) ); return( 2* 1 ); } } else return( 1 ); } } Oct 28, 2009 IAT 800 10
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) { if(n > 1) { return( n* factorial( n-1 ) ); } else return( 1 ); } Oct 28, 2009 2 IAT 800 11
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) { if(n > 1) { return( n* 2 ); } else return( 1 ); } Oct 28, 2009 IAT 800 12
Calling Itself g Let’s step through what happens. factorial(3); int factorial(int n) (n=3) { if(n > 1) { return( 3* 2 ); } else return( 1 ); } Oct 28, 2009 IAT 800 13
Calling Itself g Let’s step through what happens. factorial(3); 6 Oct 28, 2009 IAT 800 14
Base Case g Must have Base Case – A case or condition that returns without further recursion – Stops the recursive chain – Eg factorial( int n ) • Returned 1 when n = 1 • In every other call, n decreases by 1 Oct 28, 2009 IAT 800 15
Web Crawling g HTML reader called parse. Page() – Reads HTML – Finds links – Per Link it should • Call parse. Page() Oct 28, 2009 IAT 800 16
Web Crawling 1 2 4 3 Oct 28, 2009 IAT 800 5 17
Web Crawling 1 6 2 5 4 3 7 11 13 10 8 Oct 28, 2009 14 9 15 12 IAT 800 18
Web Crawling g What base case? – Count the number of recursive calls so far – Place a limit on depth – Explore no further after depth 4 – Example stopped at depth 2 Oct 28, 2009 IAT 800 19
Recursion Remember— base cases prevent infinite cats. http: //infinitecat. com/ Oct 28, 2009 IAT 800 20
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