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001 C Programming, Data Structures
Issues, queries and suggestions related to C, C programming, data structures using C and C based projects.
001 C Programming, Data Structures
Binary Search
spatlou
May 2020
niranjan
May 2020
output:
ani@ani-VirtualBox:~/share_data/project/P01_C_project/s06_array$ ls
arryPointer binarySearch.o creatArray.o displayArray.o exitFunc.o linearSearch.c main.c mainMenu.o Makefile
binarySearch.c creatArray.c displayArray.c exitFunc.c header.h linearSearch.o mainMenu.c main.o prototype.h
ani@ani-VirtualBox:~/share_data/project/P01_C_project/s06_array$ ./arryPointer
main 13: Start program
main 14:
Address of auto/stack :: choice=0xbfdaafd4 pos=0xbfdaafd8 arr=0xb7778000
mainMenu 12: Begin ..
mainMenu 13: 0 -> Exit the Program.
mainMenu 14: 1 -> Create Array.
mainMenu 15: 2 -> Linear Search In Array.
mainMenu 16: 3-> Dispaly Array.
mainMenu 17: 4 -> Binary Serch In Sorted Array.
mainMenu 18: Enter the choice Menu
1
mainMenu 20: choice 1 END ...
creatArray 13: Begin
creatArray 14:
Address of local *carr Pointer=0x1
before Memory Allocation using malloc
creatArray 21: Enter Element 10 times!! After Memory allocation
*carr Pointer address=0x9f72008
10
20
30
40
50
60
70
80
90
100
creatArray 28: array pointer address=0x9f72008 END ....
mainMenu 12: Begin ..
mainMenu 13: 0 -> Exit the Program.
mainMenu 14: 1 -> Create Array.
mainMenu 15: 2 -> Linear Search In Array.
mainMenu 16: 3-> Dispaly Array.
mainMenu 17: 4 -> Binary Serch In Sorted Array.
mainMenu 18: Enter the choice Menu
4
mainMenu 20: choice 4 END ...
binarySearch 14: Begin ..
binarySearch 15: Address of low=0xbfdaaf90 key =0xbfdaaf98 ->high =0xbfdaaf94
binarySearch 16: Enter element to search in sorted Array ..
70
binarySearch 21: low =0 high=9 mid =0 key =70
binarySearch 52: low =5 high=9 mid =4 key =70
binarySearch 52: low =5 high=6 mid =7 key =70
70 Element Found!! in Arry -->arr[6]
mainMenu 12: Begin ..
mainMenu 13: 0 -> Exit the Program.
mainMenu 14: 1 -> Create Array.
mainMenu 15: 2 -> Linear Search In Array.
mainMenu 16: 3-> Dispaly Array.
mainMenu 17: 4 -> Binary Serch In Sorted Array.
mainMenu 18: Enter the choice Menu
4
mainMenu 20: choice 4 END ...
binarySearch 14: Begin ..
binarySearch 15: Address of low=0xbfdaaf90 key =0xbfdaaf98 ->high =0xbfdaaf94
binarySearch 16: Enter element to search in sorted Array ..
65
binarySearch 21: low =0 high=9 mid =0 key =65
binarySearch 52: low =5 high=9 mid =4 key =65
binarySearch 52: low =5 high=6 mid =7 key =65
binarySearch 52: low =6 high=6 mid =5 key =65
65 Element not found!! In Arry Pointer
binarySearch 57: END ..
mainMenu 12: Begin ..
mainMenu 13: 0 -> Exit the Program.
mainMenu 14: 1 -> Create Array.
mainMenu 15: 2 -> Linear Search In Array.
mainMenu 16: 3-> Dispaly Array.
mainMenu 17: 4 -> Binary Serch In Sorted Array.
mainMenu 18: Enter the choice Menu
Query:
1. I try to Memory map of above program. But Not very clear picture memory map regarding pointer address & use in local pointer
2.In above output, print auto variable, pointer. How to define stack/ heap decleation?
3.In our system, how to define stack size, heap, data & code segment area ? or some default configuration
4. After compile code generate either in elf / bin / hex format , But last this store in HDD/ flash location.
when run program, which resource to handle to load flash/HDD to memory area?
How to handle stack, code & data segment area in memory?
niranjan
May 2020
code of binary search :
if((*(arr+low) <= key) && (*(arr +high) >= key))
{
do
{
if(arr[low] == key)
{
printf("%d Element Found!! in Arry -->arr[%d]\n",key,low);
return low;
}else if(arr[high] == key)
{
printf("%d Element Found!! in Arry -->arr[%d]\n",key,high);
return high;
}else
{
mid = (low + high)/2;
if(arr[mid] == key)
{
printf("%d Element Found!! in Arry -->arr[%d]\n",key,mid);
return mid;
}else if(arr[mid] > key)
{
high = mid -1;
}else
{
low = mid +1;
}
}
printf("%s %d: low =%d high=%d mid =%d key =%d \n", __func__,__LINE__,low ,high, mid ,key);
}while(low < high);
}
printf("%d Element not found!! In Arry Pointer\n",key);
mdaliakbar
August 9
Binary Search use to Divide and Conquer Algorithm.
This is a problem-solving technique used to solve problems by dividing the main problem into subproblems, solving them individually and then merging them to find solution to the original problem.
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