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    bgl_named_params<Param, Type, Rest>

Many of the Boost.Graph algorithms have a long list of parameters, most of which have default values. This causes several problems. First, C++ does not provide a mechanism for handling default parameters of template functions. However, this can be overcome by creating multiply version of an algorithm with different numbers of parameters with each version providing defaults for some subset of the parameters. This is the approach used in previous versions of Boost.Graph. This solution is still unsatisfactory for several reasons:

- The defaults for parameters can only been used in a particular order. If the ordering of the defaults does not fit the users situation he or she has to resort to providing all the parameters.
- Since the list of parameters is long, it is easy to forget the ordering.

A better solution is provided by `bgl_named_params`. This class allows users to provide parameters is any order, and matches arguments to parameters based on parameter names.

The following code shows an example of calling `bellman_ford_shortest_paths` using the named parameter technique. Each of the arguments is passed to a function whose name indicates which parameter the argument is for. Each of the named parameters is separated by a period, not a comma.

      bool r = boost::bellman_ford_shortest_paths(g, int(N),
         boost::weight_map(weight).
         distance_map(&distance[0]).
         predecessor_map(&parent[0]));

The order in which the arguments are provided does not matter as long as they are matched with the correct parameter function. Here is an call to `bellman_ford_shortest_paths` that is equivalent to the one above.

      bool r = boost::bellman_ford_shortest_paths(g, int(N),
         boost::predecessor_map(&parent[0]).
         distance_map(&distance[0]).
         weight_map(weight));

Typically the user never needs to deal with the `bgl_named_params` class directly, since there are functions like `boost::weight_map` that create an instance of `bgl_named_params`.

Copyright © 2000-2001 | Jeremy Siek, Indiana University (jsiek@osl.iu.edu) Lie-Quan Lee, Indiana University (llee@cs.indiana.edu) Andrew Lumsdaine, Indiana University (lums@osl.iu.edu)