list processing
DESCRIPTION
LIST PROCESSING. Self Referential Structures 1/4. struct node { int data; struct node *next; }; struct node a,b; ab a.data=1; b.data=2; a.next= b.next=NULL; // a and b do not point to some other node ab. A structure of type struct node. data. next. - PowerPoint PPT PresentationTRANSCRIPT
1
LIST PROCESSING
Senem Kumova Metin 2
Self Referential Structures 1/4
struct node { int data; struct node *next; };
struct node a,b;
a b
a.data=1; b.data=2; a.next= b.next=NULL; // a and b do not point to
some other node
a b
A structure of type struct node
data next
data nextdata next
2 NULL1 NULL
3
Self Referential Structures 2/4
// next is a pointer to a “struct node” object
a.next= &b; // next node for a is b// as a result b = *(a.next)
a b
*(a.next).data =? a.next->data =?
2 1 &b
a.next=&b
NULL
4
Self Referential Structures 3/4struct node { int data; struct node *next; };
struct node * p1 ; struct node * p2;
// Create objects using pointers, pointers store the address of each object
p1= (struct node *)malloc(sizeof(struct node)); p2= (struct node *)malloc(sizeof(struct node));
p1->data = 4; p2->data= 5;
p1->next= p2; // p2 indicates adress of objectP2->next =NULL;
data=5 // next=NULL
data=4 // next=p2
p1 p2
5
Self Referential Structures 4/4
struct node * p3= malloc(sizeof(struct node));
p3->data=1; p3->next=NULL;p2->next= p3;
p1->next == p2p1->next->next== p3
p2->data == p1->next->datap3->data == p1->next->next-
>data
data=5 // next=p3
data=4 // next=p2
p1 p2 p3data=1 // next=NULL
6
Linear Linked Lists
Linear linked list is a data structure of explicit ordering of items (nodes)
Each item(node) contains two portions:• information(data) portion • next address portion
Generally the variable head contains an address or pointer that gives the location of the first node of the linked list
next NULL
data
nextdata
nextdata
head head->next
7
Linear Linked Lists : Definition
struct node { int data; struct node *next; };
// type name for new type is “struct node”
struct node * head; // declares the pointer for first node (head)
next NULL
data
nextdata
nextdata
head head->next
8
Linear Linked Lists : 2 nodes in main() struct node
{ int data; struct node *next; };
main(){ struct node * head;
/* Create List */head = (struct node *)malloc(sizeof(struct node)); head->data=1;head->next=NULL;
/* Add 1st element */head->next= (struct node *) malloc(sizeof(struct
node)); head->next->data =2;head->next->next=NULL;
}
data=1 next=NULL
head
data=2next=NULL
data=1next=&
head head->next
9
Linear Linked Lists : Create and fill 3 nodes in main() typedef struct node
{ int data; struct node *next; } NODE;
main() { NODE * head;
head = malloc(sizeof(NODE)); head->data=1; head->next=NULL;
/* Add 1st element */head->next= malloc(sizeof(NODE)); head->next->data =2;head->next->next=NULL;
/* Add 2nd element */head->next->next = malloc(sizeof(NODE)); head->next->next->data =3;head->next->next->next=NULL;
}
data=1 next=NULL
head
data=2next=0
data=1next=&
head head->next
data=2next=&
data=1next=&
headdata=2next=0
10
Linked List TypesSingle linked lists (next)
NULL
Headnext
nextprevious previous
next
Head Tail next
NULL
next
Double linked lists (next + previous)
Circle linked lists (next)
Head next Tail next
11
Basic Linear Linked List Operations
1. Creating a list 2. Counting elements of list3. Printing data in list4. Inserting elements(nodes) to lists5. Deleting elements(nodes) of list6. Finding/searching elements in the
list7. Sorting elements8. etc..
12
CREATING LINEAR LINKED LISTAn integer array (x[4]) will be used to create a list.
Example 1 : In main() add from headExample 2 : In main() add from tail Example 3 : In function ( Using Iteration)Example 4 : In function ( Using Recursion)How to call functions in Example 3
and 4
Senem Kumova Metin 13
Example 1: In main() add from headtypedef struct node {int data; struct node *next; } NODE;main(){ int x[4]={1,2,3,4};
NODE * head=NULL; NODE* tmp=NULL;for (i=0; i<4; i++){ if(head==NULL) // FIRST NODE IN LIST
{ head=malloc(sizeof(NODE));head->data=x[i]; head->next =NULL; }
else { tmp=malloc(sizeof(NODE));tmp->data=x[i];tmp->next=head;head=tmp; }
} }
Senem Kumova Metin 14
Example 2 : In main() add from tail typedef struct node {int data; struct node *next; } NODE;main(){ int x[4]={1,2,3,4};
NODE * head=NULL; NODE * tail=NULL;for (i=0; i<4; i++){ if(head==NULL) // FIRST NODE IN LIST
{ head=malloc(sizeof(NODE));head->data=x[i]; head->next =NULL;tail=head; }
else { tail->next=malloc(sizeof(NODE));tail=tail->next; tail->data=x[i];tail->next=NULL; }
}
Senem Kumova Metin 15
Example 3 : In function ( Using Iteration)NODE * create_ite (int x[] , int size) { NODE * head = NULL; NODE * tail =NULL; int i; if(size!=0)
{ head = malloc(sizeof(NODE)); head -> data = x[0]; tail = head;
for (i = 1; i<size; ++i) { /* add to tail */
tail -> next = malloc(sizeof(NODE)); tail = tail -> next; tail -> data = x[i]; } tail -> next = NULL; /* end of list */
} return head; }
16
Example 4 : In function (Using Recursion)
NODE * create _rec(int x[], int size) { NODE * head; if (size==0 ) /* base case */ return NULL; else { /* method */ head = malloc(sizeof(NODE)); head -> data = x[0]; head -> next = create_rec(x + 1 , size-1); return head;}}
17
How to call create functions in Example 3 and 4
typedef struct node { int data; struct node *next; } NODE;
NODE * create_ite (int x[] , int size) ; // prototype for iterative function
NODE * create _rec(int x[], int size) ; // prototype for recursive function
main(){
int x[4]={1,2,3,4}; NODE * head1;NODE * head2;
head1=create_ite(x,4);head2=create_rec(x,4); }
18
Count Elements of a List
Example 1 : Using IterationExample 2: Using RecursionHow to call them in main()
19
Example 1 : Iterationint count_list_ite (NODE * head){ int count=0; for (; head != NULL; head = head -> next) ++count;
return count; }
Example 2 : Recursion
int count_list_rec (NODE * head){ if (head == NULL) return 0;
else return(1 + count_list_rec(head -> next)); }
20
How to call count functions in Example 1 and 2
typedef struct node { int data; struct node *next; } NODE;
int count_list_ite (NODE * head); // prototype for iterative function
int count_list_rec (NODE * head); // prototype for recursive function
main(){
int x[4]={1,2,3,4}; int size1, size2 ;NODE * head;
head=create(x,4);size1= count_list_ite(head);size2= count_list_rec(head); }
21
Print Elements of a List
Example 1 : Using IterationExample 2: Using Recursion
22
Example 1 : Using Iteration
void print_ite (NODE * head){ NODE * p;
if (head == NULL) printf(“NULL list”);
else { for (p = head; p != NULL; p = p -> next) printf(“%d\n ”, p -> data); }}
23
Example 2 : Using Recursion
void print_rec (NODE * head){
if (head == NULL) printf(“NULL list”);else { printf(“%d\n”, head -> data); print_rec(head ->next);
}}
24
Insertion of Elements in a List
void insert(NODE * p1, NODE * p2, NODE * q){ assert (p1-> next == p2);
/* if the expression inside assert is false, the system will print a message and the program will be aborted */
p1->next = q;q->next = p2; }
B next
C next
NULL
A next
q
p1
p2
initially
25
How to call insert functiontypedef struct node
{ int data; struct node *next; } NODE;/* Function prototypes */ NODE * create_rec( int x[], int size);void insert(NODE * p1, NODE * p2, NODE * q)void print_ite (NODE * head)
main(){ int x[4]={1,2,3,4};
NODE * head;NODE n; n.data=7; n.next=NULL;head=create(x,4);
insert(head->next,head->next->next, &n);print_ite(head); }
26
Delete Elements of a List
Example 1 : Using IterationExample 2: Using Recursion
27
Example 1 : Using Iteration
void delete (NODE * head){ NODE * p; NODE * q;
if (head == NULL) printf(“NULL list”);else { p=head;
while (p != NULL;){ q=p;
p = p -> next ; free(q); } }
}
28
Example 2 : Using Recursion
void delete (NODE * head){
if (head != NULL) { delete(head ->next);
free(head);}
}