Makefile拒绝工作

时间:2018-03-02 20:05:49

标签: c++ unix makefile

我遇到了一些链接器错误,我无法解决这些问题。我只是有一个.h文件和一个不会编译成可执行文件的.cc文件 除了makefile之外,我不会发布我的所有代码:

# Compiler variables
CCFLAGS = -Wall

# Rule to link object code files to create executable file
assignment5.exe: assignment5.cc
        g++ -Wall -g -std=c++11 assignment5.cc assignment5.h  -o assignment5.exe

clean:
        rm assignment5.exe

我在同一目录下有assignment5.h和assignment5.cc,在运行'make'时出现此错误:

assignment5.cc:113: undefined reference to `binTree::inorder(void (*)(int))'
assignment5.cc:116: undefined reference to `binTree::preorder(void (*)(int))'
assignment5.cc:119: undefined reference to `binTree::postorder(void (*)(int))'

如果有人能帮助我,我将永远感激不尽 编辑: 那些问的代码 .h档案:

#ifndef ASSIGNMENT5
#define ASSIGNMENT5
class binTree; class BST;
 class Node {
 public:
    // the value
    int data;

    // the left and right
    Node * left;
    Node * right;

    // the constructor
    Node(int data)
    {
        // set the data
        this->data = data;

        // set left and right to null
        this->right = nullptr;
        this->left = nullptr;
    }
};
class binTree
{
 public:
    binTree();
    virtual void insert( int ); //Inserts a node into the tree
    unsigned height() const; //Returns height of the tree
    unsigned size() const; //Returns size of the tree
    void inorder( void(*)(int) ); //Inorder traversal of tree
    void preorder( void(*)(int) ); //Preorder traversal
    void postorder( void(*)(int) ); //Postorder traversal

protected:
    Node* root; //root of the tree

private:
    void insert( Node*&, int ); //Private version of insert()
    unsigned height( Node* ) const; //Private version of height
    unsigned size( Node* ) const; //Private version of size()
    void inorder( Node*, void(*)(int) ); //Private version of inorder()
    void preorder( Node*, void(*)(int) ); //Private version of preorder()
    void postorder( Node*, void(*)(int) ); //Private version of postorder()

};
#endif

.cc文件:

#include "assignment5.h"
#include <iostream>
#include <iomanip>
#include <algorithm>
#include <vector>
using namespace std;

const int MAX_SIZE = 40;
const int MAX_COUNT = 40;
const int WIDTH = 5;
const int ROW_SIZE = 8;
int mcount = 0;
int rcount = 0;

void display(int d)
{
    if (mcount < MAX_COUNT) {
        cout << setw(WIDTH) << d;
        mcount++;
        rcount++;
        if (rcount == ROW_SIZE) {
            cout << endl;
            rcount = 0;
        }
    }
}

binTree::binTree()
{
    // set the root to null pointer
    root = nullptr;
}

void binTree::insert( int v )         //Inserts a node into the tree
{
    // insert this value into the root
    insert(root,v);
}

unsigned binTree::height() const            //Returns height of the tree
{
    // return the height of this tree
    return height(root);
}
unsigned binTree::size() const            //Returns size of the tree
{
    // return the size
    return size(root);
}
void binTree::inorder( void(*)(int) p )      //Inorder traversal of tree
{
    // use the local inorder
    inorder(root, p);
}
void binTree::preorder( void(*)(int) p )      //Preorder traversal
{
    // use the local preorder
   inorder(root, p);
}
void binTree::postorder( void(*)(int) p )    //Postorder traversal
{
    // use the local inorder
    postorder(root, p);
}

void binTree::insert( Node*& node, int n )        //Private version of insert()
{
    // if this is null, create new node
    if( node == nullptr )
    {
        // create new node
        node = new Node(n);
    }

    // if node is less or more
    if( n < node->data )
    {
        // go left
        insert(node->left,n);
    }
    else if( n > node->data )
    {
        // go right
        insert(node->right, n);
    }
}

unsigned binTree::height( Node* node ) const    //Private version of height
{
    // if this is null, return 0
    if( node == nullptr )
        return 0;

    // left height and right height
    unsigned leftHeight = 0;
    unsigned rightHeight = 0;

    // check if left height
    if( node->left != nullptr )
        leftHeight = height( node->left );

    // right height
    if( node->right != nullptr )
        rightHeight = height( node->right );

    // return max
    if( leftHeight > rightHeight )
        return leftHeight + 1;
    else
        return rightHeight+1;
}
unsigned binTree::size( Node*  node) const     //Private version of size()
{
    // if this is null
    if( node == nullptr )
        return 0;

    // return size
    return 1 + size(node->left) + size(node->right);
}

#define BINTREE_MAIN
#ifdef BINTREE_MAIN
int main() {
    vector<int> v(MAX_SIZE);
    for (int i=1; i<MAX_SIZE; i++)
        v[i] = i;
    random_shuffle( v.begin(), v.end());

    binTree bt;
    vector<int>::iterator it;
    for (it=v.begin(); it!=v.end(); it++)
        bt.insert( *it );

    cout << "Height: " << bt.height() << endl;
    cout << "Size: " << bt.size() << endl;
    cout << "In order traverse (displaying first " << MAX_COUNT << " numbers): " << endl;
    mcount = rcount = 0;
    bt.inorder( display );
    cout << "\n\nPre order traverse (displaying first " << MAX_COUNT << " numbers): " << endl;
    mcount = rcount = 0;
    bt.preorder( display );
    cout << "\n\nPost order traverse (displaying first " << MAX_COUNT << " numbers): " << endl;
    mcount = rcount = 0;
    bt.postorder( display );

    cout << endl;
    return 0;
}

#endif

3 个答案:

答案 0 :(得分:1)

Makefile不是(唯一的)责备。你的例子充满了问题。对于初学者来说,它不是一个完整的例子,因为一半的方法没有定义,只是声明了,当你试图构建一个可执行文件时,没有main(),甚至是虚拟的,而不是一个目标文件。这样一个不完整的例子真的很难帮到你。

而你似乎并没有说出全部真相。我的g++调用甚至更早,在这一行:

  void inorder( void(*)(int) ); //Inorder traversal of tree
  expected primary-expression before ‘void’

您是否尝试声明一个接受参数的方法,该参数是一个指向函数的指针(int)?您需要了解C ++中syntax的含义。

makefile中的配方行也存在缺陷:您不需要将头文件传递给编译器,当您在.cc文件中#include时,它们会自动包含在内。您的构建行应类似于:

 g++ $(CCFLAGS) -g -std=c++11 assignment5.cc -o assignment5.o

答案 1 :(得分:0)

您尚未实施私人功能:

void inorder( Node*, void(*)(int) ); //Private version of inorder()
void preorder( Node*, void(*)(int) ); //Private version of preorder()
void postorder( Node*, void(*)(int) ); //Private version of postorder()

答案 2 :(得分:0)

你有两个bintree课程。首先修复并报告。

class binTree; class BST;
 class Node {
....
}; 
 ....   
class binTree {

};