def iou(bb_test,bb_gt):
  """
  Computes IUO between two bboxes in the form [x1,y1,x2,y2]
  """
  xx1 = np.maximum(bb_test[0], bb_gt[0])
  yy1 = np.maximum(bb_test[1], bb_gt[1])
  xx2 = np.minimum(bb_test[2], bb_gt[2])
  yy2 = np.minimum(bb_test[3], bb_gt[3])
  w = np.maximum(0., xx2 - xx1)
  h = np.maximum(0., yy2 - yy1)
  wh = w * h
  o = wh / ((bb_test[2]-bb_test[0])*(bb_test[3]-bb_test[1])
    + (bb_gt[2]-bb_gt[0])*(bb_gt[3]-bb_gt[1]) - wh)
  print("IOU :{}".format(o))
  return(o)

def convert_bbox_to_z(bbox):
  """
  Takes a bounding box in the form [x1,y1,x2,y2] and returns z in the form
    [x,y,s,r] where x,y is the centre of the box and s is the scale/area and r is
    the aspect ratio
    w = x2-x1
  h = y2-y1
  x = x1+(x2-x1)/2.
  y = y1+(y2-y1)/2.

  """
  w = bbox[2]-bbox[0]
  h = bbox[3]-bbox[1]
  x = bbox[0]+w/2.
  y = bbox[1]+h/2.
  s = w*h    #scale is just area
  r = w/float(h)
  return np.array([x,y,s,r]).reshape((4,1))
  """

def convert_x_to_bbox(x,score=None):
  """
  Takes a bounding box in the centre form [x,y,s,r] and returns it in the form
    [x1,y1,x2,y2] where x1,y1 is the top left and x2,y2 is the bottom right
  """
  w = np.sqrt(x[2]*x[3])
  h = x[2]/w
  if(score==None):
    return np.array([x[0]-w/2.,x[1]-h/2.,x[0]+w/2.,x[1]+h/2.]).reshape((1,4))
  else:
    return np.array([x[0]-w/2.,x[1]-h/2.,x[0]+w/2.,x[1]+h/2.,score]).reshape((1,5))