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[Keyword] radial basis function neural network(2hit)

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  • Illumination Modeling Method for Office Lighting Control by Using RBFNN

    Wa SI  Xun PAN  Harutoshi OGAI  Katsumi HIRAI  Noriyoshi YAMAUCHI  Tansheng LI  

     
    PAPER-Biocybernetics, Neurocomputing

      Vol:
    E97-D No:12
      Page(s):
    3192-3200

    This paper represents an illumination modeling method for lighting control which can model the illumination distribution inside office buildings. The algorithm uses data from the illumination sensors to train Radial Basis Function Neural Networks (RBFNN) which can be used to calculate 1) the illuminance contribution from each luminaire to different positions in the office 2) the natural illuminance distribution inside the office. This method can be used to provide detailed illumination contribution from both artificial and natural light sources for lighting control algorithms by using small amount of sensors. Simulations with DIALux are made to prove the feasibility and accuracy of the modeling method.

  • Classification of Surface Curvature from Shading Images Using Neural Network

    Yuji IWAHORI  Shinji FUKUI  Robert J. WOODHAM  Akira IWATA  

     
    PAPER-Image Processing,Computer Graphics and Pattern Recognition

      Vol:
    E81-D No:8
      Page(s):
    889-900

    This paper proposes a new approach to recover the sign of local surface curvature of object from three shading images using neural network. The RBF (Radial Basis Function) neural network is used to learn the mapping of three image irradiances to the position on a sphere. Then, the learned neural network maps the image irradiances at the neighbor pixels of the test object taken from three illuminating directions of light sources onto the sphere images taken under the same illuminating condition. Using the property that basic six kinds of surface curvature has the different relative locations of the local five points mapped on the sphere, not only the Gaussian curvature but also the kind of curvature is directly recovered locally from the relation of the locations on the mapped points on the sphere without knowing the values of surface gradient for each point. Further, two step neural networks which combines the forward mapping and its inverse mapping one can be used to get the local confidence estimate for the obtained results. The entire approach is non-parametric, empirical in that no explicit assumptions are made about light source directions or surface reflectance. Results are demonstrated by the experiments for real images.