TOP

メンバー紹介

研究概要

中川健治 査読付き論文リスト

  1. Nakagawa, K., On the Orders of Automorphisms of a Closed Riemann Surface, Pacific Journal of Mathematics, vol.115, no.2, pp.435-443, 1984.
    2.

  2. Nakagawa, K., On the Automorphism Groups of a Compact Bordered Riemann Surface of Genus Five, Kodai Mathematical Journal, vol.9, no.2, pp.206-214, 1986.
    3.

  3. Nakagawa, K. and Kanaya, F., A New Geometric Capacity Characterization of a Discrete Memoryless Channel, IEEE Transactions on Information Theory, vol.34, no.2, pp.318-321, March, 1988.
    4.

  4. Kanaya, F. and Nakagawa, K., Theoretical Studies on the Performance of Lossy Photon Channels, IEEE Transactions on Communications, vol.37, no.1, pp.39-45, January, 1989.
    5.

  5. Nakagawa, K. and Kanaya, F., Geometric Characterization of Capacity Constraint Function, IEEE Transactions on Information Theory, vol.35, no.4, pp.892-895, July, 1989.
    6.

  6. Kanaya, F. and Nakagawa, K., On the Practical Implication of Mutual Information for Statistical Decision Making, IEEE Transactions on Information Theory, vol.37, no.4, pp.1151-1156, July, 1991.
    7.

  7. Nakagawa, K. and Kanaya, F., On the Converse Theorem in Statistical Hypothesis Testing, IEEE Transactions on Information Theory, vol.39, no.2, pp.623-628, March, 1993.
    8.

  8. Nakagawa, K. and Kanaya, F., On the Converse Theorem in Statistical Hypothesis Testing for Markov Chains, IEEE Transactions on Information Theory, vol.39, no.2, pp.629-633, March, 1993.
    9.

  9. Nakagawa, K., Loss and Waiting Time Probability Approximation for General Queueing, IEICE Transactions on Communications, vol.E76-B, no.11, pp.1381-1388, November, 1993.
    10.

  10. 恩田和幸，中川健治，AR(1)＋IPPモデルによる画像セルトラヒックの近似, 電子情報通信学会論文誌B-I, vol.J77-B-I, no.12, pp.710-716, 1994年12月
    11.

  11. K. Nakagawa, G/D/1 Queueing Analysis by Discrete Time Modeling, IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, vol.E79-E, no.3, pp.415-417, March, 1996.
    12.

  12. Nakagawa, K., On the Twisted Markov Chain of Importance Sampling Simulation, IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, vol.E79-A, no.9, pp.1423-1428, September, 1996.
    13.

  13. 小川耕司, 中川健治, MMPP/D/1キューイングにおける最適ISシミュレーション分布, 電子情報通信学会和文論文誌B, vol.J80-B-I, no.2, pp.64-73, 1997年2月
    14.

  14. Prihanto, H. and Nakagawa, K., Cell Flow Control by Stop and Release Credit Method in ATM Networks, IEICE Transactions on Communications, vol.E80-B, no.11, pp.1664-1670, November, 1997.
    15.

  15. Nakagawa, K., The Importance Sampling Simulation of MMPP/D/1 Queueing, IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, vol.E80-A, no.11, pp.2238-2244, November, 1997.
    16.

  16. 鈴木信吾, 中川健治, バックプレッシャ制御を用いたATM交換機のIS法による特性評価, 電子情報通信学会和文論文誌B, vol.J81-B-I, no.6, pp.371-377, 1998年6月
    17.

  17. 上田健志, 中川健治, ATMバーストセルトラフィックの待ち時間特性に対するISシミュレーション, 電子情報通信学会和文論文誌B, Vol.J82-B, No.10, pp.1782-1790, 1999年10月
    18.

  18. Prihanto, H. and Nakagawa, K., Adaptive Thresholds of Buffer to Solve the Beat-Down Problem of Rate Control in ATM Networks, IEICE Transactions on Communications, Vol.E83-B, No.2, pp.362-370, February, 2000.
    19.

  19. Nakagawa, K., On the Optimal Markov Chain of IS Simulation, IEEE Transactions on Information Theory, vol.47, no.1, pp.442-446, January, 2001.


  20. 山田雅裕, 中川健治, EMアルゴリズムによるMMPPパラメータ推定について, 電子情報通信学会和文論文誌B, vol.J84-B, no.4, pp.688-696, April, 2001.


  21. Nakagawa, K., The Geometry of M/D/1 Queues and Large Deviation, International Transactions in Operational Research, vol.9, no.2, pp.213-222, March, 2002.
    22.

  22. 森口健一，中川健治, 待ち行列からの退去過程に対するBlind IS法による特性評価, 電子情報通信学会和文論文誌B, vol.J85-B no.6, pp.1005-1009, 2002年6月
    23.

  23. 米倉 誠, 中川健治, 恩田和幸, 斎藤 茂, バーストトラヒックを入力とするネットワークにおける平均系内時間の近似解析, 電子情報通信学会和文論文誌B, vol.J85-B, no.7, pp.1021-1030, July, 2002.
    24.

  24. Miyamura, T., Kurimoto, T., Nakagawa, K., Prasado, D., Aoki, M., and Yamanaka, N., A Buffer Management Mechanism for Achieving Approximately Fair Bandwidth Allocation in High-speed Networks, IEICE Transactions on Communications, vol.E85-B, no.8 pp.1434-1441, August, 2002.
    25.

  25. Nakagawa, K., On the Exponential Decay Rate of the Tail of a Discrete Probability Distribution, Stochastic Models, vol.20, no.1, pp.31-42, 2004.
    26.

  26. 坂本将清, 中川健治, 恩田和幸, 斎藤茂, パケットネットワークにおける平均系内時間の近似解析, 電子情報通信学会和文論文誌B, vol.J87-B, no.6, pp.784-793, June, 2004.
    27.

  27. オユーンチメグ・シャグダル, 中川健治, 張兵, 無線アドホックネットワークにおけるフロー間の公平性の改善, 電子情報通信学会和文論文誌B, vol.J88-B, no.3, pp.539-550, March, 2005.
    28.

  28. Nakagawa, K., Tail Probability of Random Variable and Laplace Transform, Applicable Analysis, vol.84, no.5, pp.499-522, May, 2005.
    29.

  29. Nakagawa, K., On the Series Expansion for the Stationary Probabilities of an M/D/1 Queue, Journal of the Operations Research Society of Japan, vol.48, no.2, pp.111-122, June, 2005.
    30.

  30. Nakagawa, K., Application of Tauberian Theorem to the Exponential Decay of the Tail Probability of a Random Variable, IEEE Transactions on Information Theory, vol.53, no.9, pp.3239-3249, September 2007
    31.

  31. 中村博貴, 中川健治, DiffServ領域におけるend-to-endの確定的遅延上界に関する研究, 電子情報通信学会和文論文誌B, vol.J91-B, no.4, pp.440-449, April, 2008.
    32.

  32. 久保奈津美, 中川健治, バースト長を考慮した確定的なend-to-endパケット遅延上界, 電子情報通信学会和文論文誌B, vol.J92-B, No.5, pp.892-897, May. 2009.
    33.

  33. Giang. P.T., and Nakagawa, K., Achieving Fairness over 802.11 Multihop Wireless Ad Hoc Networks, IEICE Transactions on Communications, vol.E92-B, no.8, pp.2628-2637, August 2009.
    34.

  34. Giang. P.T., and Nakagawa, K., Cross-Layer Scheme to Control Contention Window for Per-Flow in Asymmetric Multi-Hop Networks, IEICE Transactions on Communications, vol.E93-B, no.9, pp.2326-2335, September, 2010
    35.

  35. 和泉光紀, 中川健治, 横谷哲也，DRRスケジューラのパケット廃棄確率算出におけるNS-2へのインポータンスサンプリングシミュレーションの適用について, 電子情報通信学会和文論文誌B, Vol.J94-B, No.5, pp.698-707, May, 2011.
    36.

  36. 小林信裕, 中川健治, FIFOキューのパケット廃棄確率に対するIS法を用いたオンライン推定, 電子情報通信学会和文論文誌B, Vol.J95-B, No.5, pp.627-635, May, 2012.
    37.

  37. Nakagawa, K., Tail Probability and Singularity of Laplace-Stieltjes Transform of a Pareto Type Random Variable, Applications of Mathematics, Vol.60, No.2 pp.157-184, 2015.
    38.

  38. Giang. P.T., and Nakagawa, K., Cooperation Between Channel Access Control and TCP Rate Adaptation in Multi-hop Ad hoc Networks, IEICE Transactions on Communications, Vol.E98-B, No.01, pp.79-87, January 2015.
    39.

  39. Nakagawa, K., Watabe, K., and Sabu, T., On the Search Algorithm for the Output Distribution that Achieves the Channel Capacity, IEEE Transactions on Information Theory, vol.63, no.2, pp.1043--1062, February 2017.
    40.

  40. Watabe, K., and Nakagawa, K., ``Packet Delay Estimation that Transcends a Fundamental Accuracy Bound due to Bias in Active Measurements,'' IEICE Transactions on Communications, vol.E100-B, no.8, August 2017.
    41.

  41. Tuan, N.M., Watabe, K., Giang. P.T., and Nakagawa, K., ``Improving Fairness in Wireless Ad Hoc Networks by Channel Access Sensing at Link Layer and Packet Rate Control,'' IEICE Transactions on Communications, vol.E100-B, no.10, October 2017.
    42.

  42. Yusuke Koizumi, Kohei Watabe, and Kenji Nakagawa, ``Reduction of a Response Time by a Data Placement Reflecting Co-occurrence Structures in Structured Overlay Networks,'' PLOS ONE, 2018 (PDF is avairable at journals.plos.org).


  43. Watabe, K., Mano, T., Inoue, T., Mizutani, K., Akashi, O., and Nakagawa, K., Measuring Lost Packets with Minimum Counters in Traffic Matrix Estimation, IEICE Transactions on Communications, vol.E102-B, no. 1, January 2019.
    44.

  44. Kohei Watabe, Shintaro Hirakawa, and Kenji Nakagawa, ``A Parallel Flow Monitoring Technique that Achieves Accurate Delay Measurement,'' IEICE Transactions on Communications, vol.E102-B, no.4, April 2019.
    45.