integralweight.hpp

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// Structure to provide weight functions for integrals: provides value, and polynomial degree (cell by cell)
 
/*
 *
 *      This library was developed around HHO methods, although some parts of it have a more
 * general purpose. If you use this code or part of it in a scientific publication, 
 * please mention the following book as a reference for the underlying principles
 * of HHO schemes:
 *
 * The Hybrid High-Order Method for Polytopal Meshes: Design, Analysis, and Applications. 
 *  D. A. Di Pietro and J. Droniou. Modeling, Simulation and Applications, vol. 19. 
 *  Springer International Publishing, 2020, xxxi + 525p. doi: 10.1007/978-3-030-37203-3. 
 *  url: https://hal.archives-ouvertes.fr/hal-02151813.
 *
 */
 
#ifndef INTEGRALWEIGHT_HPP
#define INTEGRALWEIGHT_HPP
 
#include <mesh.hpp>
 
namespace HArDCore2D
{
 
 
    struct IntegralWeight
    {
       // Generic constructor
        IntegralWeight(
              const std::function<double (const Cell & T, const Eigen::Vector2d & x)> _value, 
              std::function<size_t (const Cell & T)> _deg 
              )
        : value(_value),
          deg(_deg)
        {
          // Do nothing
        }
 
       // Easy constructor for constant weights
       IntegralWeight(double val)
        : IntegralWeight( [val](const Cell &T, const Eigen::Vector2d &x)->double {return val;}, [](const Cell &T)->size_t {return 0;} )
       {
        // Do nothing
       }
        
      std::function<double (const Cell & T, const Eigen::Vector2d & x)> value;
      std::function<size_t (const Cell & T)> deg;
    };
 
 
} // end of namespace HArDCore2D
 
#endif