Doc bug fix
authordeba
Tue, 02 Oct 2007 14:15:18 +0000
changeset 24860c498f2239a8
parent 2485 88aa7870756a
child 2487 568ff3572a96
Doc bug fix
lemon/csp.h
     1.1 --- a/lemon/csp.h	Tue Oct 02 12:34:43 2007 +0000
     1.2 +++ b/lemon/csp.h	Tue Oct 02 14:15:18 2007 +0000
     1.3 @@ -23,8 +23,6 @@
     1.4  ///\file
     1.5  ///\brief Algorithm for the Resource Constrained Shortest Path problem.
     1.6  ///
     1.7 -///
     1.8 -///\todo dijkstraZero() solution should be revised.
     1.9  
    1.10  #include <lemon/list_graph.h>
    1.11  #include <lemon/graph_utils.h>
    1.12 @@ -37,9 +35,9 @@
    1.13  namespace lemon {
    1.14  
    1.15    ///\ingroup approx
    1.16 -  
    1.17 -  ///Algorithms for the Resource Constrained Shortest Path Problem
    1.18 -  
    1.19 +  ///
    1.20 +  ///\brief Algorithms for the Resource Constrained Shortest Path Problem
    1.21 +  ///
    1.22    ///The Resource Constrained Shortest (Least Cost) Path problem is the
    1.23    ///following. We are given a directed graph with two additive weightings
    1.24    ///on the edges, referred as \e cost and \e delay. In addition,
    1.25 @@ -91,9 +89,9 @@
    1.26  
    1.27    public:
    1.28      
    1.29 -    ///\e
    1.30 +    /// \brief Constructor
    1.31      
    1.32 -    ///\e
    1.33 +    ///Constructor
    1.34      ///
    1.35      ConstrainedShortestPath(const Graph &g, const CM &ct, const DM &dl)
    1.36        : _g(g), _cost(ct), _delay(dl),
    1.37 @@ -123,11 +121,11 @@
    1.38      ///a delay constrained least cost path.
    1.39      ///\param s source node
    1.40      ///\param t target node
    1.41 +    ///\param delta upper bound on the delta
    1.42      ///\retval lo_bo a lower bound on the optimal solution
    1.43      ///\return the found path or an empty 
    1.44      Path larac(Node s, Node t, double delta, double &lo_bo) 
    1.45      {
    1.46 -      NoCounter cnt("LARAC iterations: ");
    1.47        double lambda=0;
    1.48        double cp,cq,dp,dq,cr,dr;
    1.49        Path p;