110 research outputs found

    新たな進化的及びニューロン計算による分類問題に関する研究

    Get PDF
    富山大学・富理工博甲第172号・銭孝孝・2020/3/24富山大学202

    樹状突起ニューロン計算および差分進化アルゴリズムに関する研究

    Get PDF
    富山大学・富理工博甲第118号・陳瑋・2017/03/23富山大学201

    群知能が神経剪定を伴う樹状ニューロンモデルを進化する研究

    Get PDF
    富山大学・富理工博甲第173号・宋双玉・2020/3/24富山大学202

    進化的及び樹状突起のメカニズムを考慮したソフトコンピューティング技術の提案

    Get PDF
    富山大学・富理工博甲第117号・宋振宇・2017/03/23富山大学201

    自然に学ぶ知的アルゴリズムによる最適化及び予測問題に関する研究

    Get PDF
    富山大学・富理工博甲第147号・劉燕婷・2018/09/28富山大学201

    A Comprehensive Review of Bio-Inspired Optimization Algorithms Including Applications in Microelectronics and Nanophotonics

    Get PDF
    The application of artificial intelligence in everyday life is becoming all-pervasive and unavoidable. Within that vast field, a special place belongs to biomimetic/bio-inspired algorithms for multiparameter optimization, which find their use in a large number of areas. Novel methods and advances are being published at an accelerated pace. Because of that, in spite of the fact that there are a lot of surveys and reviews in the field, they quickly become dated. Thus, it is of importance to keep pace with the current developments. In this review, we first consider a possible classification of bio-inspired multiparameter optimization methods because papers dedicated to that area are relatively scarce and often contradictory. We proceed by describing in some detail some more prominent approaches, as well as those most recently published. Finally, we consider the use of biomimetic algorithms in two related wide fields, namely microelectronics (including circuit design optimization) and nanophotonics (including inverse design of structures such as photonic crystals, nanoplasmonic configurations and metamaterials). We attempted to keep this broad survey self-contained so it can be of use not only to scholars in the related fields, but also to all those interested in the latest developments in this attractive area

    Adapting Swarm Intelligence For The Self-Assembly And Optimization Of Networks

    Get PDF
    While self-assembly is a fairly active area of research in swarm intelligence and robotics, relatively little attention has been paid to the issues surrounding the construction of network structures. Here, methods developed previously for modeling and controlling the collective movements of groups of agents are extended to serve as the basis for self-assembly or "growth" of networks, using neural networks as a concrete application to evaluate this novel approach. One of the central innovations incorporated into the model presented here is having network connections arise as persistent "trails" left behind moving agents, trails that are reminiscent of pheromone deposits made by agents in ant colony optimization models. The resulting network connections are thus essentially a record of agent movements. The model's effectiveness is demonstrated by using it to produce two large networks that support subsequent learning of topographic and feature maps. Improvements produced by the incorporation of collective movements are also examined through computational experiments. These results indicate that methods for directing collective movements can be extended to support and facilitate network self-assembly. Additionally, the traditional self-assembly problem is extended to include the generation of network structures based on optimality criteria, rather than on target structures that are specified a priori. It is demonstrated that endowing the network components involved in the self-assembly process with the ability to engage in collective movements can be an effective means of generating computationally optimal network structures. This is confirmed on a number of challenging test problems from the domains of trajectory generation, time-series forecasting, and control. Further, this extension of the model is used to illuminate an important relationship between particle swarm optimization, which usually occurs in high dimensional abstract spaces, and self-assembly, which is normally grounded in real and simulated 2D and 3D physical spaces

    Efficient Learning Machines

    Get PDF
    Computer scienc

    最適化問題に対するブレインストーム最適化アルゴリズムの改善

    Get PDF
    富山大学・富理工博甲第170号・于洋・2020/3/24富山大学202
    corecore