Author Search Result

[Author] Taro MURAKAMI(3hit)

1-3hit
  • Does Introduction of Individual Learning at Home Improve the Effectiveness of Group Learning at Classroom in First-Year PBL Course?

    Katsuhiko ISHIKAWA  Taro MURAKAMI  Mikiya TANIGUCHI  

     
    PAPER

      Pubricized:
    2022/11/18
      Vol:
    E106-D No:2
      Page(s):
    121-130

    This study examined whether distance learning in a first-year PBL courses in the first unit of instruction improves the effectiveness of subsequent group work learning over face-to-face learning. The first-year PBL consisted of three units: an input unit, a group work unit and an outcomes presentation unit. In 2017/2018, the input unit was conducted in the classroom with face-to-face learning. In 2017, a workshop was held in addition to face-to-face learning in classroom. In 2020/2021, the input unit was conducted with distance learning. In the years, approximately 100 people completed the questionnaire. A preliminary check confirmed that the average score of students' self-assessment of their own social skills were not significantly different among the four years. Analysis showed that in 2018, the perceived efficacy in the group work unit depended on learners' high social skills. Alternatively, in 2017/2020/2021, the perceived efficacy in group work was not dependent on learners' social skills. This suggests that distance learning and face-to-face learning with workshop learning, instead of full face-to-face learning for the units placed before the group work unit facilitates the learning efficacy of the group work unit, even for students with social skill concerns.

  • Random Access Identifier-Linked Receiver Beamforming with Transmitter Filtering in TDD-Based Random Access Open Access

    Yuto MUROKI  Yotaro MURAKAMI  Yoshihisa KISHIYAMA  Kenichi HIGUCHI  

     
    PAPER-Wireless Communication Technologies

      Pubricized:
    2022/05/25
      Vol:
    E105-B No:12
      Page(s):
    1548-1558

    This paper proposes a novel random access identifier (RAID)-linked receiver beamforming method for time division duplex (TDD)-based random access. When the number of receiver antennas at the base station is large in a massive multiple-input multiple-output (MIMO) scenario, the channel estimation accuracy per receiver antenna at the base station receiver is degraded due to the limited received signal power per antenna from the user terminal. This results in degradation in the receiver beamforming (BF) or antenna diversity combining and active RAID detection. The purpose of the proposed method is to achieve accurate active RAID detection and channel estimation with a reasonable level of computational complexity at the base station receiver. In the proposed method, a unique receiver BF vector applied at the base station is linked to each of the M RAIDs prepared by the system. The user terminal selects an appropriate pair comprising a receiver BF vector and a RAID in advance based on the channel estimation results in the downlink assuming channel reciprocity in a TDD system. Therefore, per-receiver antenna channel estimation for receiver BF is not necessary in the proposed method. Furthermore, in order to utilize fully the knowledge of the channel at the user transmitter, we propose applying transmitter filtering (TF) to the proposed method for effective channel shortening in order to increase the orthogonal preambles for active RAID detection and channel estimation prepared for each RAID. Computer simulation results show that the proposed method greatly improves the accuracy of active RAID detection and channel estimation. This results in lower error rates than that for the conventional method performing channel estimation at each antenna in a massive MIMO environment.

  • Binary and 2k-Ary Cyclic AN Codes for Burst Error Correction

    Ryutaro MURAKAMI  Yoshiteru OHKURA  Ryosaku SHIMADA  

     
    LETTER

      Vol:
    E78-A No:5
      Page(s):
    556-559

    This letter is concerned with 2k-ary cyclic AN codes for burst error correction. We present the relation between the burst error correcting ability of a binary cyclic AN code and that of a 2k-ary cyclic AN code when these codes are generated by the same generator A.

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