List: Tree: Students are expected to pay attention and fill in the details. Fundamental dynamic memory structure is: list

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Blake Ryan
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1 This is an outline of the lecture that is intended to provide you with the images and code. It is not a tutorial. Students are expected to pay attention and fill in the details. Fundamental dynamic memory structure is: list o Simplest list: sequential collection of code objects o More complex versions: trees, complex graphs List: Tree: Code objects in list or graph are often called: nodes

2 class Node { public: int item; // data in node Node* next; // next node }; Node* ; // to node = new Node; data item node link to next node Dynamic data values referenced indirectly; e.g., -> item = 5; node 5?

3 Lists usually have node different than other nodes; i.e., Node* ; // points to of list

4 List can be read recursively or with while. Idea is to repetitively move down list until NULL encountered in next of node. void DisplayResults (Node* ) { if (! ( == NULL) ) { cout << -> item << " "; = -> next; DisplayResults (); } }

5 example: Build a list: build first node (code fragment) class Node { public: int item; // data in node Node* next; // points to next node }; void BuildFirstNode (int &, Node* &, Node* &, Node* &) { cin >> ; = new Node; // new node added to list -> item = ; // value inserted -> next = NULL; // next to NULL = ; // point to first node // set to point to first node in list = ; }... int ; Node* ; // "" points to Node Node* ; // points to of list Node* ; // points to where program is BuildFirstNode (,,,);

6 example: Build a list: add cell to a list (code fragment) class Node { public: int item; // data in node Node* next; // points to next node }; void BuildFirstNode (int &, Node* &, Node* &, Node* &) { cin >> ; = new Node; // new node added to list -> item = ; // value inserted -> next = NULL; // next to NULL = ; // point to first node // set to point to first node in list = ; }... int ; Node* ; // "" points to Node Node* ; // points to of list Node* ; // points to where program is BuildFirstNode (,,,);

7 example: Display list (code fragment) // Node class definition class Node { public: int item; // data in node Node* next; // points to next node };... void DisplayResults (Node* ) { if (! ( == NULL) ) { cout << -> item << " "; = -> next; DisplayResults (); } } int main () {... Node* ; // points to of list... DisplayResults (); // display results }

8 When nodes are deleted, process: o Locate node to be deleted o Disconnect from list by changing s o Return disconnected node to system o In middle of list, if (cur) references node to be deleted, should be indicating previous (prev) node (otherwise previous node lost). prev -> next = cur -> next or temporary = cur -> next prev -> next = temporary o Works fine for all nodes (including last), except for first node (prev does not point to ). Special case: = -> next

9 When lists have new nodes inserted o Either node is added at end or beginning of list, or o Node is inserted somewhere in between ends; general method: Acquire new data Create new node, store new data in it Determine point of insertion Insert new node into linked list by changing s NewPtr = new node; // insert new data into node here NewPtr->Next = Cur; Prev->Next = NewPtr;

10 Special Case: Insert at list front: NewPtr = new node; NewPtr->Next = Head; Head = NewPtr; Special Case: Insert at list end: NewPtr = new node; NewPtr->Next = Cur; Prev->Next = NewPtr;

11 Dummy Nodes: To reduce programming complexity caused by adding/deleting nodes at list start/end, dummy nodes can be used. Values would be outside of normal range. Thus, insertion/deletion would never affect start/end list nodes. Header Nodes o Used to describe lists o Usually different type than rest of list More Complex Linear Lists: Variety of other linear lists; e.g., o Circular (cyclic): More Complex Linear Lists: Variety of other linear lists; e.g., o Circular (cyclic) o Two way

.:: UNIT 3 ::. LIST AND LINKED LIST

.:: UNIT 3 ::. LIST AND LINKED LIST :: UNIT 3 :: LIST AND LINKED LIST 31 A list is a useful structure to hold a collection of data The simplest method to implement a List ADT is to use an array linear list, contiguous list Characteristics