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<Head>
<Title>Boost Graph Library: FAQ</Title>
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<BR Clear>

<h1>Frequently Asked Questions</h1>

<ol>

<li>
How do I perform an early exit from an algorithm such as BFS?<br>

<p>
Create a visitor that throws an exception when you want to cut off the
search, then put your call to <tt>breadth_first_search</tt> inside of
an appropriate try/catch block. This strikes many programmers as a
misuse of exceptions, however, much thought was put into the decision
to have exceptions has the preferred way to exit early. See boost
email discussions for more details.
</p>

<li>
Why is the visitor parameter passed by value rather than reference
in the various BGL algorithms?<br>

<p>
One of the usage scenarios that we wanted to support with the
algorithms was creating visitor objects on the fly, within the
argument list of the call to the graph algorithm. In this situation,
the visitor object is a temporary object. Now there is a truly
unfortunate rule in the C++ standard that says a temporary cannot be
bound to a non-const reference parameter.  So we had to decide whether
we wanted to support this kind of usage and call-by-value, or not and
call-by-reference. We chose call-by-value, following in the footsteps
of the STL (which passes functors by value).  The disadvantage of this
decision is that if your visitor contains state and changes that state
during the algorithm, the change will be made to a copy of the visitor
object, not the visitor object passed in. Therefore you may want the
visitor to hold this state by pointer or reference.
</p>

<li>Why does the BGL interface use friend functions (or free functions)
  instead of member functions?<br>
<p>
For the most part, the differences between member functions and free
functions are syntactic, and not very important, though people can get
religious about them. However, we had one technical reason for
favoring free functions. A programmer can overload a free function for
a type coming from a 3rd party without modifying the source
code/definition of that type. There are several uses of this in the
BGL. For example, Stanford GraphBase and LEDA graphs can both be used
in BGL algorithms because of overloads in <tt>stanford_graph.hpp</tt>
and <tt>leda_graph.hpp</tt>. One can even use
<tt>std::vector&lt;std::list&gt;</tt> as a graph due to the overloads
in <tt>vector_as_graph.hpp</tt>.
</p>
<p>
Of course, there is a way to adapt 3rd party classes into an interface
with member functions. You create an adaptor class. However, the
disadvantage of an adaptor class (compared to overloaded functions) is
that one has to physically wrap and unwrap the objects as they go
into/out of BGL algorithms. So the overloaded function route is more
convenient.  Granted, this is not a huge difference, but since there
weren't other strong reasons, it was enough for us to choose free
functions.
</p>
 
<p> 
Our religious reason for choosing free functions is to send the message
that BGL is a generic library, and not a traditional object-oriented
library. OO was hip in the 80s and 90s, but its time we moved beyond!
</p>
</li>


<li>How do I create a graph where the edges are sorted/ordered? <br>
  <p>The example <a href="../example/ordered_out_edges.cpp">
  <tt>ordered_out_edges.cpp</tt></a> shows how to do this.</p>
  </li>

<li>Why does the algorithm X work with <tt>adjacency_list</tt> where
 <tt>VertexList=vecS</tt> but not when <tt>VertexList=listS</tt>? <br><br>
 Often the reason is that the algorithm expects to find the
 <tt>vertex_index</tt> property stored in the graph. When
 <tt>VertexList=vecS</tt>, the <tt>adjacency_list</tt> automatically
 has a <tt>vertex_index</tt> property. However, when <tt>VertexList=listS</tt>
 this is not the case, and the <tt>vertex_index</tt> property must be
 explicitly added, and initialized. For example,
<pre>
  // specify the graph type
  typedef adjacency_list&lt;listS, listS, undirectedS,
                         property&lt;vertex_index_t, std::size_t&gt;,
                         no_property
                        &gt; graph_t;

  // construct a graph object
  graph_t G(num_nodes);
  // obtain a property map for the vertex_index property
  property_map&lt;graph_t, vertex_index_t&gt;::type
    index = get(vertex_index, G);
  // initialize the vertex_index property values
  graph_traits&lt;graph_t&gt;::vertex_iterator vi, vend;
  graph_traits&lt;graph_t&gt;::vertices_size_type cnt = 0;
  for(boost::tie(vi,vend) = vertices(G); vi != vend; ++vi)
    put(index, *vi, cnt++);
</pre>
</li>

<li>When using algorithm X, why do I get an error about a property
not being found, such as:
<pre>
../../../boost/concept_check.hpp:209: no match for
`boost::detail::error_property_not_found &amp; == 
 boost::detail::error_property_not_found &amp;'
</pre>
or a message such as:
<pre>
../../..\boost/graph/depth_first_search.hpp(78) : error C2664: 'white'
: cannot convert parameter 1 from 
 'struct boost::detail::error_property_not_found'
 to 'enum boost::default_color_type'
</pre>

The reason is that the algorithm expected to find some property (like color or
weight) attached to the vertices or edges of the graph, but didn't
find it. You need to either add an interior property to the graph, or
create an exterior property map for the property and pass it as an
argument to the algorithm.</li>


</ol>
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