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    /*
      Copyright (c) 2011 Cisco and/or its affiliates.
    
      * Licensed under the Apache License, Version 2.0 (the "License");
     * you may not use this file except in compliance with the License.
     * You may obtain a copy of the License at:
     *
     *     http://www.apache.org/licenses/LICENSE-2.0
     *
     * Unless required by applicable law or agreed to in writing, software
     * distributed under the License is distributed on an "AS IS" BASIS,
     * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
     * See the License for the specific language governing permissions and
     * limitations under the License.
    */
    
    #include <vppinfra/anneal.h>
    
    /*
     * Optimize an objective function by simulated annealing
     *
     * Here are a couple of short, easily-understood
     * descriptions of simulated annealing:
     *
     * http://www.cs.sandia.gov/opt/survey/sa.html
     * Numerical Recipes in C, 2nd ed., 444ff
     *
     * The description in the Wikipedia is not helpful.
     *
     * The algorithm tries to produce a decent answer to combinatorially
     * explosive optimization problems by analogy to slow cooling
     * of hot metal, aka annealing.
     *
     * There are (at least) three problem-dependent annealing parameters
     * to consider:
     *
     * t0, the initial "temperature. Should be set so that the probability
     * of accepting a transition to a higher cost configuration is
     * initially about 0.8.
     *
     * ntemps, the number of temperatures to use. Each successive temperature
     * is some fraction of the previous temperature.
     *
     * nmoves_per_temp, the number of configurations to try at each temperature
     *
     * It is a black art to set ntemps, nmoves_per_temp, and the rate
     * at which the temperature drops. Go too fast with too few iterations,
     * and the computation falls into a local minimum instead of the
     * (desired) global minimum.
     */
    
    void
    clib_anneal (clib_anneal_param_t * p)
    {
      f64 t;
      f64 cost, prev_cost, delta_cost, initial_cost, best_cost;
      f64 random_accept, delta_cost_over_t;
      f64 total_increase = 0.0, average_increase;
      u32 i, j;
      u32 number_of_increases = 0;
      u32 accepted_this_temperature;
      u32 best_saves_this_temperature;
      int accept;
    
      t = p->initial_temperature;
      best_cost = initial_cost = prev_cost = p->anneal_metric (p->opaque);
      p->anneal_save_best_configuration (p->opaque);
    
      if (p->flags & CLIB_ANNEAL_VERBOSE)
        fformat (stdout, "Initial cost %.2f\n", initial_cost);
    
      for (i = 0; i < p->number_of_temperatures; i++)
        {
          accepted_this_temperature = 0;
          best_saves_this_temperature = 0;
    
          p->anneal_restore_best_configuration (p->opaque);
          cost = best_cost;
    
          for (j = 0; j < p->number_of_configurations_per_temperature; j++)
    	{
    	  p->anneal_new_configuration (p->opaque);
    	  cost = p->anneal_metric (p->opaque);
    
    	  delta_cost = cost - prev_cost;
    
    	  /* cost function looks better, accept this move */
    	  if (p->flags & CLIB_ANNEAL_MINIMIZE)
    	    accept = delta_cost < 0.0;
    	  else
    	    accept = delta_cost > 0.0;
    
    	  if (accept)
    	    {
    	      if (p->flags & CLIB_ANNEAL_MINIMIZE)
    		if (cost < best_cost)
    		  {
    		    if (p->flags & CLIB_ANNEAL_VERBOSE)
    		      fformat (stdout, "New best cost %.2f\n", cost);
    		    best_cost = cost;
    		    p->anneal_save_best_configuration (p->opaque);
    		    best_saves_this_temperature++;
    		  }
    
    	      accepted_this_temperature++;
    	      prev_cost = cost;
    	      continue;
    	    }
    
    	  /* cost function worse, keep stats to suggest t0 */
    	  total_increase += (p->flags & CLIB_ANNEAL_MINIMIZE) ?
    	    delta_cost : -delta_cost;
    
    	  number_of_increases++;
    
    	  /*
    	   * Accept a higher cost with Pr { e^(-(delta_cost / T)) },
    	   * equivalent to rnd[0,1] < e^(-(delta_cost / T))
    	   *
    	   * AKA, the Boltzmann factor.
    	   */
    	  random_accept = random_f64 (&p->random_seed);
    
    	  delta_cost_over_t = delta_cost / t;
    
    	  if (random_accept < exp (-delta_cost_over_t))
    	    {
    	      accepted_this_temperature++;
    	      prev_cost = cost;
    	      continue;
    	    }
    	  p->anneal_restore_previous_configuration (p->opaque);
    	}
    
          if (p->flags & CLIB_ANNEAL_VERBOSE)
    	{
    	  fformat (stdout, "Temp %.2f, cost %.2f, accepted %d, bests %d\n", t,
    		   prev_cost, accepted_this_temperature,
    		   best_saves_this_temperature);
    	  fformat (stdout, "Improvement %.2f\n", initial_cost - prev_cost);
    	  fformat (stdout, "-------------\n");
    	}
    
          t = t * p->temperature_step;
        }
    
      /*
       * Empirically, one wants the probability of accepting a move
       * at the initial temperature to be about 0.8.
       */
      average_increase = total_increase / (f64) number_of_increases;
      p->suggested_initial_temperature = average_increase / 0.22;	/* 0.22 = -ln (0.8) */
    
      p->final_temperature = t;
      p->final_metric = p->anneal_metric (p->opaque);
    
      if (p->flags & CLIB_ANNEAL_VERBOSE)
        {
          fformat (stdout, "Average cost increase from a bad move: %.2f\n",
    	       average_increase);
          fformat (stdout, "Suggested t0 = %.2f\n",
    	       p->suggested_initial_temperature);
        }
    }
    
    /*
     * fd.io coding-style-patch-verification: ON
     *
     * Local Variables:
     * eval: (c-set-style "gnu")
     * End:
     */