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[Author] Jinsoo KIM(3hit)

1-3hit
  • A Query System for Texts with Macros

    Keehang KWON  Dae-Seong KANG  Jinsoo KIM  

     
    LETTER-Automata and Formal Language Theory

      Vol:
    E91-D No:1
      Page(s):
    145-147

    We propose a query language based on extended regular expressions. This language extends texts with text-generating macros. These macros make it possible to define languages in a compressed, elegant way. This paper also extends queries with linear implications and additive (classical) conjunctions. To be precise, it allows goals of the form D —ο G and G1&G2 where D is a text or a macro and G is a query. The first goal is solved by adding D to the current text and then solving G. This goal is flexible in controlling the current text dynamically. The second goal is solved by solving both G1 and G2 from the current text. This goal is particularly useful for internet search.

  • An Efficient Prefix Caching Scheme with Bounded Prefix Expansion for High-Speed IP Lookup

    Junghwan KIM  Minkyu PARK  Sangchul HAN  Jinsoo KIM  

     
    LETTER-Network System

      Vol:
    E95-B No:10
      Page(s):
    3298-3301

    Prefix caching improves the performance of IP lookup by exploiting spatial and temporal locality of IP references. However, it cannot cache non-leaf prefixes, so several prefix expansion schemes have been proposed to handle those prefixes. Such schemes have some drawbacks to incur modification of routing table or severe miss penalty. We propose an efficient prefix expansion scheme which achieves good performance without additional burden to lookup scheme. In the proposed scheme a non-leaf prefix is expanded to the length of the longest immediate descendant prefix when it is cached. Evaluation result shows our scheme achieves very low miss ratio even though it does not increase the size of routing table and cache miss penalty.

  • A Fault-Tolerant Wormhole Routing Algorithm in Two Dimensional Mesh Networks

    Jinsoo KIM  Ji-Yun KIM  Hyunsoo YOON  Seung Ryoul MAENG  Jung Wan CHO  

     
    PAPER-Fault Tolerant Computing

      Vol:
    E81-D No:6
      Page(s):
    532-544

    We propose a fault-tolerant routing algorithm for 2D meshes. Our routing algorithm can tolerate any number of concave fault regions. It is based on xy-routing and uses the concept of the fault ring/chain composed of fault-free elements surrounding faults. Three virtual channels per physical link are used for deadlock-free routing on a fault ring. Four virtual channels are needed for a fault chain. For a concave fault ring, fault-free nodes in the concave region have been deactivated to avoid deadlock in the previous algorithms, which results in excessive loss of the computational power. Our algorithm ensures deadlock-freedom by restricting the virtual channel usage in the concave region, and it minimizes the loss of the computational power. We also extend the proposed routing scheme for adaptive fault-tolerant routing. The adaptive version requires the same number of virtual channels as the deterministic one.