c++ - マップ内の値の検索に関する問題

Question

char 頂点のグラフでエッジを削除しようとすると、グラフに 1 つ以上の頂点が見つからないという例外が常にスローされます。このコードは、署名されていないグラフに対して正常に機能します。

主に私は持っています：

Graph<char> cGraph;

cGraph.addVertex( 'a' ).addVertex( 'b' );

cGraph.addEdge( 'a', 'b', 6 );

cout << "\n\nAttempt to remove an edge with existing vertices:\n\n";
    try
    {
        uGraph.removeEdge( 'a', 'b' );
        cout << "Edge < 'a', 'b' > has been removed from the graph.\n";
    }
    catch ( GraphException& e )
    {
        cout << e.what();
    }

removeEdge 関数:

template <class VertexType>
void Graph<VertexType>::removeEdge( const VertexType& v, const VertexType& w )
{
    // error checking
     bool vIsInGraph = vertices.count( v ) > 0,
          wIsInGraph = vertices.count( w ) > 0;

   if ( !vIsInGraph || !wIsInGraph )
      throw GraphException( "One or both vertices not found in graph. Edge not removed." );

    if ( findEdge(v, w) == vertices[v].adjList.end() )
        throw GraphException( "No edge exists between the two vertices. Edge not removed." );

    // remove w from v's adjList and v from w's adjList
    vertices[v].adjList.erase(w);
    vertices[w].adjList.erase(v);

   numEdges--;
}  // end remove

追加頂点:

template <class VertexType>
Graph<VertexType>& Graph<VertexType>::addVertex( const VertexType& newValue )
{
    Vertex<VertexType> newVertex( newValue );

    if ( numVertices == MAX_VERTICES )
    {
        string MAX_VERTICES_s;
        stringstream stream;
        stream << MAX_VERTICES;
        stream >> MAX_VERTICES_s;
        throw GraphException( "Adding vertex " +  static_cast<string>( newVertex ) + " to the graph would exceed the graph's maximum capacity of " + MAX_VERTICES_s + "."  );
    }

    vertices[newValue] = newVertex;
    numVertices++;

    return *this;
}

バーテックス：

template <class VertexType>
class Vertex
{
private:
    static unsigned counter;

    // each vertex in the graph has both a value and a list of other vertices it is adjacent to
public:
    static unsigned ID;
    VertexType value;
    // maps an adjacent vertex to the weight of the edge connecting the two vertices
    map< VertexType, int > adjList;

    Vertex() { ID = counter++; }

    bool operator<(const Vertex& v) const;
    Vertex( const VertexType& p_value ) : value( p_value ) {}
    // allows a vertex to be converted to a string (for display purposes)
    operator string() const;
};

エッジを追加:

template <class VertexType>
Graph<VertexType>& Graph<VertexType>::addEdge( const VertexType& v, const VertexType& w, int weight )
{
    // error checking
     bool vIsInGraph = vertices.count( v ) > 0,
          wIsInGraph = vertices.count( w ) > 0;

   if ( !vIsInGraph || !wIsInGraph )
      throw GraphException( "One or both vertices not found in graph. Edge not added." );

    if ( findEdge(v, w) != vertices[v].adjList.end() )
        throw GraphException( "An edge already exists between the two vertices. Edge not added." );

    vertices[v].adjList[ w ] = weight;
    vertices[w].adjList[ v ] = weight;

    numEdges++;

    return *this;
}  // end addEdge

頂点宣言を持つグラフ クラス:

template <class VertexType>
class Graph
{
private:
     // list of all vertices in the graph. assumes non-duplicate data.
    map< VertexType, Vertex<VertexType> > vertices;

    const unsigned MAX_VERTICES;  // Maximum number of vertices the graph can hold.
    unsigned numVertices;         /** Current number of vertices in the graph. */
    unsigned numEdges;            /** Number of edges in the graph. */

    typename map< VertexType, int >::iterator findEdge( const VertexType& v, const VertexType& w ) ;  

public:
   Graph( unsigned max );

   unsigned getNumVertices() const;
   unsigned getMaxNumVertices() const;
   unsigned getNumEdges() const;
   int getWeight( const VertexType& v, const VertexType& w ) const;

   Graph<VertexType>& addVertex( const VertexType& newValue );
   Graph<VertexType>& addEdge( const VertexType& v, const VertexType& w, int weight );
   void removeEdge( const VertexType& v, const VertexType& w );
   void BFS( const VertexType& v ) const;
   void display() const;
}; // end Graph