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SETTING NEXT DESTINATION OF POINTER TO EACH OF MULTIPLE OBJECTS

  • US 20060277502A1
  • Filed: 05/24/2006
  • Published: 12/07/2006
  • Est. Priority Date: 05/25/2005
  • Status: Active Grant
First Claim
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1. A next destination information setting method for setting next destination information indicating another object that is a predetermined next destination of a pointer that moves in a two dimensional space, defined by coordinates (x, y) of an x-y coordinate system, to a plurality of objects having display positions in the two dimensional space, the other object being selected by a user with the pointer in response to input in a positive x direction, a negative x direction, a positive y direction, or a negative y direction, the next destination information setting method comprising:

  • calculating scores of positional relationships in each of the positive x direction, the negative x direction, the positive y direction, and the negative y direction between a predetermined object among the plurality of objects and each object other than the predetermined object, in accordance with coordinates of the predetermined object and coordinates of each object other than the predetermined object; and

    setting next destination information in each of the positive x direction, the negative x direction, the positive y direction, and the negative y direction for the predetermined object in accordance with a direction from the predetermined object to each object other than the predetermined object, and the calculated scores of the positional relationships in each of the positive x direction, the negative x direction, the positive y direction, and the negative y direction, wherein given that a difference between an x coordinate of the predetermined object and an x coordinate of a selected other object is dx, and a difference between a y coordinate of the predetermined object and a y coordinate of the selected other object is dy, the scores of the positional relationships are calculated from an equation 9;


    α

    ×

    f
    (dx)+β

    ×

    f
    (dy) 



    (9) where f(k) is a function of k, α and

    β

    are constants, and a magnitude correlation between α and

    β

    is inverted when a score of a positional relationship in the positive x direction or the negative x direction is calculated and when a score of a positional relationship in the positive y direction or the negative y direction is calculated.

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