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What is Binary Search Algorithm?
Binary search algorithm is that algorithm can only be applied to an array that is sorted.
BINARY_SEARCH( B, y, m, s ) 1: if m > s then // if m is greater than s 2:return -1; // the result is not found 3:end if 4: n := [( m + s )/2]; 5: if B[ n ] = y then 6:return n 7:else if y < B[ n ] then 8:return Binary_search ( B, y, m, n-1 ) // if y greater than B then return the binary search 9: else 10:return Binary search ( B, y, n+1, s ) 11: end if |
1: if { 2: comparing the array element i.e current middle array element There are 3 possible alternatives 1: K == A[ M ] // here we define the key = K, array= A, middle = M success search key then, return M (middle). 2: K < A[ M] //Key is lower than array 3: key > array [ middle ] //key is greater than array } Search key is not successful then; return-1 |
Binary search can be an ideal searching algorithm making use of which we can search desired element very effectively.
This kind of algorithm needs the requires the list to be sorted. Then only this method is applicable.
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