Sorted Lists. CS 302 - Data Structures Sections 4.1, 4.2 & 4.3. Sorted List Implementations. Array-based. Linked-list-based. Array-based Implementation. template<class ItemType> class SortedType { public: void MakeEmpty(); bool IsFull() const; int LengthIs() const;

BySorted Lists. CS 302 - Data Structures Sections 4.1, 4.2 & 4.3. Sorted List Implementations. Array-based. Linked-list-based. Array-based Implementation. template<class ItemType> class SortedType { public: void MakeEmpty(); bool IsFull() const; int LengthIs() const;

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The Binary Search Algorithm. in Structured Flowchart Form Implemented in Both C/C++ and Java Bary W Pollack Dec. 28, 2001. Main. Main. Print “Demonstrate Binary Search”. For i = 0 thru LTH-1 by 1. A [i] = i. For i = -1 thru LTH by 1. Print “i is at BinarySearch (i, A, LTH )”.

Binary Search. Jyh-Shing Roger Jang ( 張智星 ) CSIE Dept, National Taiwan University. Binary Search Algorithm. Definition Find the position of a specified input key value within an array sorted by key value Daily life example Find a specific page in a book ( 翻書找頁碼 )

Binary Search. By Jee You Cheng. Algorithm:. Given a SORTED array and an input value , find the MIDDLE element of the array and compare it to the input. If they are equal, the value of middle is returned and yay , the input is found!! =D

Binary Search. Binary search. Given value and sorted array a[] , find index i such that a[i] = value , or report that no such index exists. Invariant. Algorithm maintains a[lo] value a[hi]. Ex. Binary search for 33. 6. 13. 14. 25. 33. 43. 51. 53. 64. 72. 84. 93.

1. Mr Greedy 2. Mr Grumpy 3. Mr Happy 4. Mr Nosey 5. Mr Rush 6. Mr Small 7. Mr Strong 8. Mr Tall 9. Mr Tickle 10. Mr Topsy-Turvy. ?. Mr Nosey?. Binary search. This algorithm is for finding an item in a sorted list or determining that it is not in the list.

Binary Search. Determine where x is in the array a: private int[] a= {1,3,5,6,7,8,9,10,12,23,34,45,55,55,66,99};. public int binarySearch ( int a[], int x) { // Searches the array items a[0] through // a[a.length-1] for x by using a binary search. // mid is the return value