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2020 24th International Computer Science and Engineering Conference (ICSEC)最新文献

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Modeling and Performance Analysis of IEEE 1609.4 Multi-Channel Operation in Vehicular Networks IEEE 1609.4车载网络多通道运行建模与性能分析
Pub Date : 2020-12-03 DOI: 10.1109/ICSEC51790.2020.9375442
P. Verma
Vehicular Adhoc Network supports numerous applications over the limited bandwidth resource available. To efficiently utilize this available resources, multi-channel operation supported by IEEE 1609.4 protocol is incorporated within vehicular network. Taking into consideration this fact, the paper presents a MAC model supporting multi-channel operation to efficiently utilize the limited bandwidth resource. The proposed model prioritizes safety messages over non-safety messages alongwith an added feature that each non-safety messages are disseminated only when the preceding safety message dissemination is completed, thus supporting multichannel operation. The simulation is performed using MATLAB’15 Simulink. The obtained simulation result provides evidence that the delay experienced by safety messages are negligible as compared to non-safety messages. Also, for the proposed model, a multi-channel utilization of 1 is attained throughout the simulation run.
车载自组织网络在有限的可用带宽资源上支持众多应用。为了有效地利用这些可用资源,在车载网络中加入了IEEE 1609.4协议支持的多通道操作。考虑到这一点,本文提出了一种支持多通道操作的MAC模型,以有效地利用有限的带宽资源。该模型将安全信息优先于非安全信息,并增加了一个功能,即只有在前一个安全信息传播完成后,才会传播每个非安全信息,从而支持多通道操作。利用MATLAB ' 15 Simulink进行仿真。仿真结果表明,与非安全消息相比,安全消息的延迟可以忽略不计。此外,对于所提出的模型,在整个仿真运行中获得了1的多通道利用率。
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引用次数: 0
Removal of Unwanted Object in 3D CT Kidney Stone Images and 3D Visualization 三维CT肾结石图像中无用物体的去除及三维可视化
Pub Date : 2020-12-03 DOI: 10.1109/ICSEC51790.2020.9375155
Lai Yee Myint, Su Su Maung, Khine Thin Zar
For the study of anatomical structure and image processing of CT images, noise removal techniques have become a vital role in a medical imaging application. In this paper, an automatic unwanted object removing for kidney stone detection is proposed together with 3D visualization. For the removal of surrounding unwanted objects, there are three steps in this proposed scheme. The first step is hypodense and isodense region removing using intensity-based thresholding. In the second step, size-based thresholding is used to remove the bones of the abdomen. In the third step, geometric feature-based thresholding is developed for false-positive reducing. The proposed scheme can effectively provide the structural information of the kidney stone CT image when removing surrounding unwanted objects. It gives the performance with 95.7% in sensitivity. To represent better visual results, simulation experiment results are shown using 3D visualization.
对于CT图像的解剖结构研究和图像处理,去噪技术已经成为医学成像应用中至关重要的一环。本文结合三维可视化技术,提出了一种用于肾结石检测的无用目标自动去除方法。为了去除周围不需要的物体,该方案分为三个步骤。第一步是使用基于强度的阈值去除低密度和等密度区域。在第二步中,基于尺寸的阈值法被用来去除腹部的骨头。第三步,提出了基于几何特征的阈值法来降低误报。该方案能够在去除周围无用物体的同时,有效地提供肾结石CT图像的结构信息。它的灵敏度达到95.7%。为了更好地呈现可视化结果,仿真实验结果采用三维可视化的方式显示。
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引用次数: 4
An Algorithm for Consensus Trees 共识树的一种算法
Pub Date : 2020-03-01 DOI: 10.1109/ICSEC51790.2020.9375226
Pongsaphol Pongsawakul
We consider the tree consensus problem, an important problem in bioinformatics. Given a rooted tree t and another tree T, one would like to incorporate compatible information from T to t. This problem is a subproblem in the tree refinement problem called the RF-Optimal Tree Refinement Problem defined by in Christensen, Molloy, Vachaspati and Warnow [WABI’19] who employ the greedy algorithm by Gawrychowski, Landau, Sung, and Weimann [ICALP’18] that runs in time $O(n^{15}log n)$, where n is the number of leaves. We propose a faster algorithm for this problem that runs in time $O(nlog n)$. Our key ingredient is a bipartition compatibility criteria based on amortized-time leaf counters. While our algorithm gives an improvement to the tree refinement problem, the fastest solution is an algorithm by Jansson, Shen, and Sung [JACM’16] which runs in time $O(n)$. We note that our approach, while slower, is simpler to implement.
我们考虑了树共识问题,这是生物信息学中的一个重要问题。给定一棵有根的树t和另一棵树t,人们希望将t到t的兼容信息合并在一起。这个问题是树细化问题中的一个子问题,称为rf最优树细化问题,由Christensen, Molloy, Vachaspati和Warnow [WABI ' 19]定义,他们使用Gawrychowski, Landau, Sung和Weimann [ICALP ' 18]提出的贪心算法,运行时间为$O(n^{15}log n)$,其中n是叶子的数量。我们提出一个更快的算法来解决这个问题,运行时间为$O(nlog n)$。我们的关键成分是基于平摊时间叶子计数器的双分区兼容性标准。虽然我们的算法对树优化问题进行了改进,但最快的解决方案是Jansson, Shen和Sung [JACM ' 16]的算法,其运行时间为$O(n)$。我们注意到,我们的方法虽然较慢,但更容易实施。
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引用次数: 0
期刊
2020 24th International Computer Science and Engineering Conference (ICSEC)
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