如何确定双向链表中的数字是否在最大值和最小值之间?

时间:2019-02-28 02:32:10

标签: java

我想创建一个称为inBetween的方法,该方法接受一个项目作为参数,如果该项目在最小和最大列表元素之间,则返回true。也就是说,基于为列表元素定义的compareTo方法,该项目大于最小的列表元素,并且小于最大的列表元素。否则,该方法将返回false(即使该项“匹配”最小或最大元素)。

public class DoublyLinkedList {

private Link first;               // ref to first item
private Link last;                // ref to last item
// -------------------------------------------------------------

public DoublyLinkedList() // constructor
{
    first = null;                  // no items on list yet
    last = null;
}
// -------------------------------------------------------------

public boolean isEmpty() // true if no links
{
    return first == null;
}
// -------------------------------------------------------------

public void insertFirst(long dd) // insert at front of list
{
    Link newLink = new Link(dd);   // make new link

    if (isEmpty()) // if empty list,
    {
        last = newLink;             // newLink <-- last
    } else {
        first.previous = newLink;   // newLink <-- old first
    }
    newLink.next = first;          // newLink --> old first
    first = newLink;               // first --> newLink
}
// -------------------------------------------------------------

public void insertLast(long dd) // insert at end of list
{
    Link newLink = new Link(dd);   // make new link
    if (isEmpty()) // if empty list,
    {
        first = newLink;            // first --> newLink
    } else {
        last.next = newLink;        // old last --> newLink
        newLink.previous = last;    // old last <-- newLink
    }
    last = newLink;                // newLink <-- last
}
// -------------------------------------------------------------

public Link deleteFirst() // delete first link
{                              // (assumes non-empty list)
    Link temp = first;
    if (first.next == null) // if only one item
    {
        last = null;                // null <-- last
    } else {
        first.next.previous = null; // null <-- old next
    }
    first = first.next;            // first --> old next
    return temp;
}
// -------------------------------------------------------------

public Link deleteLast() // delete last link
{                              // (assumes non-empty list)
    Link temp = last;
    if (first.next == null) // if only one item
    {
        first = null;               // first --> null
    } else {
        last.previous.next = null;  // old previous --> null
    }
    last = last.previous;          // old previous <-- last
    return temp;
}
// -------------------------------------------------------------
// insert dd just after key

public boolean insertAfter(long key, long dd) {                              
// (assumes non-empty list)
    Link current = first;          // start at beginning
    while (current.dData != key) // until match is found,
    {
        current = current.next;     // move to next link
        if (current == null) {
            return false;            // didn't find it
        }
    }
    Link newLink = new Link(dd);   // make new link

    if (current == last) // if last link,
    {
        newLink.next = null;        // newLink --> null
        last = newLink;             // newLink <-- last
    } else // not last link,
    {
        newLink.next = current.next; // newLink --> old next
        // newLink <-- old next
        current.next.previous = newLink;
    }
    newLink.previous = current;    // old current <-- newLink
    current.next = newLink;        // old current --> newLink
    return true;                   // found it, did insertion
}
// -------------------------------------------------------------

public Link deleteKey(long key) // delete item w/ given key
{                              // (assumes non-empty list)
    Link current = first;          // start at beginning
    while (current.dData != key) // until match is found,
    {
        current = current.next;     // move to next link
        if (current == null) {
            return null;             // didn't find it
        }
    }
    if (current == first) // found it; first item?
    {
        first = current.next;       // first --> old next
    } else // not first
    // old previous --> old next
    {
        current.previous.next = current.next;
    }

    if (current == last) // last item?
    {
        last = current.previous;    // old previous <-- last
    } else // not last
    // old previous <-- old next
    {
        current.next.previous = current.previous;
    }
    return current;                // return value
}
// -------------------------------------------------------------

public void displayForward() {
    System.out.print("List (first-->last): ");
    Link current = first;          // start at beginning
    while (current != null) // until end of list,
    {
        current.displayLink();      // display data
        current = current.next;     // move to next link
    }
    System.out.println("");
}
// -------------------------------------------------------------

public void displayBackward() {
    System.out.print("List (last-->first): ");
    Link current = last;           // start at end
    while (current != null) // until start of list,
    {
        current.displayLink();      // display data
        current = current.previous; // move to previous link
    }
    System.out.println("");
}
// -------------------------------------------------------------

public DoublyLinkedList inBetween(long n) {

}
}  // end class DoublyLinkedList
////////////////////////////////////

public class InBetweenDemo
{
public static void main(String[] args)
  {                             // make a new list
  DoublyLinkedList theList = new DoublyLinkedList();

  theList.insertFirst(22);      // insert at front
  theList.insertFirst(44);
  theList.insertFirst(66);

  theList.insertLast(11);       // insert at rear
  theList.insertLast(33);
  theList.insertLast(55);

  theList.displayForward(); 
  int n=55;// display list forward
  System.out.println("inBetween("+n+") "+ inBetween(n));
  theList.displayBackward();    // display list backward

  theList.deleteFirst();        // delete first item
  n=55;
  System.out.println("inBetween("+n+") "+ theList.inBetween(n));

  theList.deleteLast(); 
  n=33;
  System.out.println("inBetween("+n+") "+ theList.inBetween(n));
  theList.deleteKey(22);        // delete item with key 11
  System.out.println("inBetween("+n+") "+ theList.inBetween(n));

  theList.displayForward();     // display list forward

  theList.insertAfter(11, 77);  // insert 77 after 22
  theList.insertAfter(33, 88);  // insert 88 after 33

  theList.displayForward();     // display list forward
  }  // end main()
}  // end class DoublyLinkedApp
////////////////////////////////////////////////////////////////

我当时想我可以分配一个最大值和一个最小值,然后检查参数是否小于和大于各个值。如果是,那么我将返回true,否则将返回false。我不确定如何开始在无序列表中查找最大值和最小值的代码。

4 个答案:

答案 0 :(得分:1)

有两种方法可以解决您的问题。 (可能还有其他方法)

  1. 您可以提出另一种方法,该方法将遍历链接列表并找到minmax。只需在您的inBetween方法中调用此方法即可。此方法将具有O(n)的最坏情况。 (如果您打算这样做,那么minmax的变量是不够的,则每次调用inBetween时都必须调用该方法,因为可能会值已更新)
  2. minmax设置一个变量,然后在每次插入和删除后对其进行更新。它必须是Link类型。在插入中,它将仅具有O(1)的运行时,因为您将直接比较它们的值。在删除时,您将必须比较密钥,如果密钥具有相同的密钥,则必须找到另一个minmax。因此,您还应该创建一种方法来找到minmax。在inBetween方法中,您只需要获取变量minmax。在执行min时,maxinBetween的值将不会更新,因为您要在每次插入和删除时都更新minmax

因此,您可以从两者中选择要实现的目标。

答案 1 :(得分:1)

只需遍历列表,并确保您的商品少于至少一个元素,而又大于另一个:

public boolean inBetween(long n) {
    boolean less = false, more = false;
    for (Link current = first; current != null; current = current.next)
        if ((less |= n < current.dData) & (more |= n > current.dData))
            return true;
    return false;
}

答案 2 :(得分:0)

我认为您应该首先创建两个变量MAX和MIN。之后,遍历列表并找到MAX和MIN值。因此,选择您想要的值并进行比较。如果该值大于MIN且小于MAX,则为有效数字。我建议您在List的类上添加一个名为listLenght的变量。添加内容时,更新变量listLenght。删除后,请执行相同操作。

答案 3 :(得分:0)

遍历列表以找到minmax的值,如果输入值大于min且小于max,则返回true:

public static boolean isBetween(List<Integer> list, int value){

    int min = Integer.MAX_VALUE, max = Integer.MIN_VALUE;

    for (int i : list){

        if (i < min)
            min = i;

        if (i > max)
            max = i;
    }

    return value > min && value < max;
}