シラバス参照

講義概要/Course Information
2020/04/28 現在

科目基礎情報/General Information
授業科目名
/Course title (Japanese)
Advanced Communication Engineering and Informatics Ⅳ(Computer Algorithms)(学域)
英文授業科目名
/Course title (English)
Advanced Communication Engineering and Informatics Ⅳ(Computer Algorithms)
科目番号
/Code
INT004c INT004d INT004f INT004g
開講年度
/Academic year
2020年度 開講年次
/Year offered
3/4
開講学期
/Semester(s) offered
後学期 開講コース・課程
/Faculty offering the course
情報理工学域
授業の方法
/Teaching method
講義 単位数
/Credits
2
科目区分
/Category
専門科目
開講学科・専攻
/Cluster/Department
Ⅰ類/Ⅱ類
担当教員名
/Lecturer(s)
小林 聡
居室
/Office
W9-735
公開E-Mail
/e-mail
kobayashi.satoshi@uec.ac.jp
授業関連Webページ
/Course website
http://www.comp.cs.uec.ac.jp/lectures/
更新日
/Last updated
2020/03/02 17:47:09 更新状況
/Update status
公開中
/now open to public
講義情報/Course Description
主題および
達成目標
/Topic and goals
The purpose of this lecture is provide the theory and technique to design
efficient algorithms for various fundamental problems.
The goals of the students are to achieve the following points:
(1) to understand the behavior, correctness, and time complexity analysis
    of the algorithms discussed in the lecture,
(2) to understand the principles of design methodologies of algorithms, such as
    dynamic programming, greedy method, etc.
前もって履修
しておくべき科目
/Prerequisites
Registered students should have ability to write C programs. Furthermore,
the knowledge about some basic data structures (list, binary tree, heap, etc.) and
basic algorithms (sorting, etc.) are required.
前もって履修しておくこ
とが望ましい科目
/Recommended prerequisites and preparation
None
教科書等
/Course textbooks and materials
Some handouts are provided at the lecture.
授業内容と
その進め方
/Course outline and weekly schedule
(a) Contents of the lecture

[1] Minimum spanning tree problem and greedy algorithms
[2] Correctness of Prim's and Kruskal's algorithm
[3] Greedy algorithms for other problems
[4] Shortest path problem and Dynamic Programming (DP)
[5] DP Method (1) --- Transform DFAs to regular expressions
[6] DP Method (2) --- Context-free grammar and its recognition problem
[7] DP Method (3) --- CYK algorithm for CFG recognition
[8] DP Method (4) --- Hidden Markov Models (HMM)
[9] DP Method (5) --- Recognition problem of HMM
[10] DP Method (6) --- HMM recognition algorithm
[11] DP Method (7) --- Approximate string matching algorithms
[12] String matching problem
[13] Computing failure functions in KMP algorithm
[14] Correctness and time complecity of KMP algorithm
[15] Summary and conclusion of this lecture

(b) How does this lecture proceed?

  For each problem, we first discuss on its background and motivation, and then
  give an algorithm for the problem.  The correctness and time complexity
  analysis of the given algorithm will be discussed in details.
  Example runs will be used to enrich the understanding.

  
実務経験を活かした
授業内容
(実務経験内容も含む)
/Course content utilizing practical experience
授業時間外の学習
(予習・復習等)
/Preparation and review outside class
Implement algorithms given in the the lecture, if possible.
成績評価方法
および評価基準
(最低達成基準を含む)
/Evaluation and grading
Academic performance is evaluated by exams.
The lowest standard is 60%.
オフィスアワー:
授業相談
/Office hours
Any time, but appointments by e-mails are necessary.
学生へのメッセージ
/Message for students
None
その他
/Others
None
キーワード
/Keyword(s)
Dynamic programming, greedy algorithms, context free grammars, HMM, string matching, etc.