queue.h

source code to compute the visibility polygon of a point in a polygon.

// list.h 
//	Data structures to manage LISP-like lists.  
//
//      As in LISP, a list can contain any type of data structure
//	as an item on the list: thread control blocks, 
//	pending interrupts, etc.  Allocation and deallocation of the
//	items on the list are to be done by the caller.
//
// Copyright (c) 1992-1996 The Regents of the University of California.
// All rights reserved.  See copyright.h for copyright notice and limitation 
// of liability and disclaimer of warranty provisions.

#ifndef QUEUE_H
#define QUEUE_H

// The following class defines a "list element" -- which is
// used to keep track of one item on a list.  It is equivalent to a
// LISP cell, with a "car" ("next") pointing to the next element on the list,
// and a "cdr" ("item") pointing to the item on the list.
//
// This class is private to this module (and classes that inherit
// from this module). Made public for notational convenience.

class PGNode;

class QueueElement {
  public:
    QueueElement(PGNode *itm); 	// initialize a list element
    QueueElement *next;	     	// next element on list, NULL if this is last
    PGNode *item; 	   	     	// item on the list
};

// The following class defines a "list" -- a singly linked list of
// list elements, each of which points to a single item on the list.
// The class has been tested only for primitive types (ints, pointers);
// no guarantees it will work in general.  For instance, all types
// to be inserted into a list must have a "==" operator defined.

class Queue {
  public:
    Queue();			// initialize the list
    virtual ~Queue();		// de-allocate the list

    virtual void Prepend(PGNode * item);// Put item at the beginning of the list
    virtual void Append(PGNode * item); // Put item at the end of the list

    PGNode * Front() { return first->item; }
    				// Return first item on list
				// without removing it
    PGNode * RemoveFront(); 		// Take item off the front of the list
    void Remove(PGNode * item); 	// Remove specific item from list

    bool IsInQueue(PGNode * item) const;// is the item in the list?

    unsigned int NumInQueue() { return numInList;};
    				// how many items in the list?
    bool IsEmpty() { return (numInList == 0); };
    				// is the list empty? 

    void Apply(void (*f)(PGNode *)) const; 
    				// apply function to all elements in list

    virtual void SanityCheck() const;	
				// has this list been corrupted?

  protected:
    QueueElement *first;  	// Head of the list, NULL if list is empty
    QueueElement *last;	// Last element of list
    int numInList;		// number of elements in list

};

// The following class defines a "sorted list" -- a singly linked list of
// list elements, arranged so that "Remove" always returns the smallest 
// element. 
// All types to be inserted onto a sorted list must have a "Compare"
// function defined:
//	   int Compare(T x, T y) 
//		returns -1 if x < y
//		returns 0 if x == y
//		returns 1 if x > y

class SortedList : public Queue {
  public:
    SortedList(int (*comp)(PGNode * x, PGNode * y)) : Queue() { compare = comp;};
    SortedList() {};		// base class destructor called automatically

    void Insert(PGNode * item); 	// insert an item onto the list in sorted order

    void SanityCheck() const;	// has this list been corrupted?

  private:
    int (*compare)(PGNode * x, PGNode * y);	// function for sorting list elements

    void Prepend(PGNode * item) { Insert(item); }  // *pre*pending has no meaning 
				             //	in a sorted list
    void Append(PGNode * item) { Insert(item); }   // neither does *ap*pend 

};

#ifndef ASSERT
#define ASSERT (assert)
#endif

#endif // QUEUE_H