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btree.c
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#include <stdio.h>
#include <stdlib.h>
#define MAX 3
#define MIN 2
struct BTreeNode {
int val[MAX + 1], count;
struct BTreeNode *link[MAX + 1];
};
struct BTreeNode *root;
struct BTreeNode *createNode(int val, struct BTreeNode *child);
void insertNode(int val, int pos, struct BTreeNode *node, struct BTreeNode *child);
void splitNode(int val, int *pval, int pos, struct BTreeNode *node, struct BTreeNode *child, struct BTreeNode **newNode);
int setValue(int val, int *pval, struct BTreeNode *node, struct BTreeNode **child);
void insert(int val);
void search(int val, int *pos, struct BTreeNode *myNode);
void traversal(struct BTreeNode *myNode);
void displayMenu() {
printf("B-Tree Operations:\n");
printf("1. Insert\n");
printf("2. Search\n");
printf("3. Display\n");
printf("4. Exit\n");
}
int main() {
int choice, value, pos;
while (1) {
displayMenu();
printf("Enter your choice: ");
scanf("%d", &choice);
switch (choice) {
case 1:
printf("Enter value to insert: ");
scanf("%d", &value);
insert(value);
break;
case 2:
printf("Enter value to search: ");
scanf("%d", &value);
search(value, &pos, root);
if (pos != -1) {
printf("%d is found at position %d.\n", value, pos);
} else {
printf("%d is not found.\n", value);
}
break;
case 3:
printf("B-tree: ");
traversal(root);
printf("\n");
break;
case 4:
printf("Exiting the program.\n");
exit(0);
default:
printf("Invalid choice. Please try again.\n");
}
}
return 0;
}
struct BTreeNode *createNode(int val, struct BTreeNode *child) {
struct BTreeNode *newNode;
newNode = (struct BTreeNode *)malloc(sizeof(struct BTreeNode));
newNode->val[1] = val;
newNode->count = 1;
newNode->link[0] = root;
newNode->link[1] = child;
return newNode;
}
void insertNode(int val, int pos, struct BTreeNode *node, struct BTreeNode *child) {
int j = node->count;
while (j > pos) {
node->val[j + 1] = node->val[j];
node->link[j + 1] = node->link[j];
j--;
}
node->val[j + 1] = val;
node->link[j + 1] = child;
node->count++;
}
void splitNode(int val, int *pval, int pos, struct BTreeNode *node, struct BTreeNode *child, struct BTreeNode **newNode) {
int median, j;
if (pos > MIN)
median = MIN + 1;
else
median = MIN;
*newNode = (struct BTreeNode *)malloc(sizeof(struct BTreeNode));
j = median + 1;
while (j <= MAX) {
(*newNode)->val[j - median] = node->val[j];
(*newNode)->link[j - median] = node->link[j];
j++;
}
node->count = median;
(*newNode)->count = MAX - median;
if (pos <= MIN) {
insertNode(val, pos, node, child);
} else {
insertNode(val, pos - median, *newNode, child);
}
*pval = node->val[node->count];
(*newNode)->link[0] = node->link[node->count];
node->count--;
}
int setValue(int val, int *pval, struct BTreeNode *node, struct BTreeNode **child) {
int pos;
if (!node) {
*pval = val;
*child = NULL;
return 1;
}
if (val < node->val[1]) {
pos = 0;
} else {
for (pos = node->count; (val < node->val[pos] && pos > 1); pos--)
;
if (val == node->val[pos]) {
printf("Duplicates are not permitted\n");
return 0;
}
}
if (setValue(val, pval, node->link[pos], child)) {
if (node->count < MAX) {
insertNode(*pval, pos, node, *child);
} else {
splitNode(*pval, pval, pos, node, *child, child);
return 1;
}
}
return 0;
}
void insert(int val) {
int flag, i;
struct BTreeNode *child;
flag = setValue(val, &i, root, &child);
if (flag)
root = createNode(i, child);
}
void search(int val, int *pos, struct BTreeNode *myNode) {
if (!myNode) {
return;
}
if (val < myNode->val[1]) {
*pos = 0;
} else {
for (*pos = myNode->count; (val < myNode->val[*pos] && *pos > 1); (*pos)--)
;
if (val == myNode->val[*pos]) {
printf("%d is found\n", val);
return;
}
}
search(val, pos, myNode->link[*pos]);
return;
}
void traversal(struct BTreeNode *myNode) {
int i;
if (myNode) {
for (i = 0; i < myNode->count; i++) {
traversal(myNode->link[i]);
printf("%d ", myNode->val[i + 1]);
}
traversal(myNode->link[i]);
}
}
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 5
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 3
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 21
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 9
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 1
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 13
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 2
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 7
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 10
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 12
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 4
// B-Tree Operations:
// 1. Insert
// 2. Search
// 3. Display
// 4. Exit
// Enter your choice: 1
// Enter value to insert: 8