The search functionality is under construction.

Author Search Result

[Author] Kazuhiro TOKUNAGA(2hit)

1-2hit
  • Self Evolving Modular Network

    Kazuhiro TOKUNAGA  Nobuyuki KAWABATA  Tetsuo FURUKAWA  

     
    PAPER-Biocybernetics, Neurocomputing

      Vol:
    E95-D No:5
      Page(s):
    1506-1518

    We propose a novel modular network called the Self-Evolving Modular Network (SEEM). The SEEM has a modular network architecture with a graph structure and these following advantages: (1) new modules are added incrementally to allow the network to adapt in a self-organizing manner, and (2) graph's paths are formed based on the relationships between the models represented by modules. The SEEM is expected to be applicable to evolving functions of an autonomous robot in a self-organizing manner through interaction with the robot's environment and categorizing large-scale information. This paper presents the architecture and an algorithm for the SEEM. Moreover, performance characteristic and effectiveness of the network are shown by simulations using cubic functions and a set of 3D-objects.

  • RBFSOM: An Efficient Algorithm for Large-Scale Multi-System Learning

    Takashi OHKUBO  Kazuhiro TOKUNAGA  Tetsuo FURUKAWA  

     
    PAPER

      Vol:
    E92-D No:7
      Page(s):
    1388-1396

    This paper presents an efficient algorithm for large-scale multi-system learning task. The proposed architecture, referred to as the 'RBF×SOM', is based on the SOM2, that is, a'SOM of SOMs'. As is the case in the modular network SOM (mnSOM) with multilayer perceptron modules (MLP-mnSOM), the aim of the RBF×SOM is to organize a continuous map of nonlinear functions representing multi-class input-output relations of the given datasets. By adopting the algorithm for the SOM2, the RBF×SOM generates a map much faster than the original mnSOM, and without the local minima problem. In addition, the RBF×SOM can be applied to more difficult cases, that were not easily dealt with by the MLP-mnSOM. Thus, the RBF×SOM can deal with cases in which the probability density of the inputs is dependent on the classes. This tends to happen more often as the input dimension increases. The RBF×SOM therefore, overcomes many of the problems inherent in the MLP-mnSOM, and this is crucial for application to large scale tasks. Simulation results with artificial datasets and a meteorological dataset confirm the performance of the RBF×SOM.