Course title
33043V1A4
Undergraduate Thesis Research 4

ISHIWATA Tetsuya

FUKUDA Akiko
Middle-level Diploma Policy (mDP)
Program / Major mDP Goals
Mathematical Sciences Course DP-1・1 グローバルな視点から多面的にひと・もの・ことを考える幅広い視野と教養を身につけ、諸問題を多面的かつ客観的に扱うことができる。
Mathematical Sciences Course DP-3・1 技術文書の作成、口頭発表、討論等のコミュニケーションができる。
Mathematical Sciences Course DP-4・3 専門分野と他分野を関連付ける素養
主軸となる分野の専門知識を他分野と関連付ける分野横断型の知識と行動力を修得し、社会で活用できる。
Purpose of class
The objective of Comprehensive Research is to cultivate problem-solving skills by encouraging students to independently identify challenges in society and science toward achieving a sustainable society. Students will engage in research activities that utilize specialized knowledge and techniques in science and engineering from a holistic and interdisciplinary perspective.
In Undergraduate Thesis Research 4, as the culmination of the research activities cultivated through Research 1–3, students will practically address problem-solving within their major field and related specific areas from a holistic and interdisciplinary viewpoint. Students are expected to maintain an ethical perspective as professionals contributing to society, remain conscious of their social responsibilities, and produce a research paper (including design) that is clear and accessible to third parties.
Course description
In Undergraduate Thesis Research 4, students will engage in practical problem-solving based on holistic and interdisciplinary perspectives. Furthermore, the course aims to improve comprehensive communication skills to ensure that research outcomes are conveyed accurately, reliably, and attractively.
Goals and objectives
  1. [Problem Solving and Verification of Social Contribution]
    Address identified research tasks using specialized knowledge and techniques in science and engineering, and reflect on how the results contribute to the realization of a sustainable society or the advancement of science and technology.
  2. [Integration of Information and Scholarly/Technical Evaluation]
    Systematically organize and integrate the information collected thus far, and logically explain the objective significance and utility of their research findings in comparison with existing knowledge.
  3. [Planned Execution Based on Systems Thinking]
    Maintain an overview of the entire research process, address progress or unexpected challenges appropriately using systems thinking, and proactively advance and complete the research activities according to the plan.
  4. [Logical Information Dissemination and Communication]
    Summarize research results into a graduation thesis (including design) that is accurately described with a logical structure, and communicate their ideas to others clearly and effectively during presentations and Q&A sessions.
  5. [Autonomous Career Development Based on Professional Ethics]
    Conduct research with integrity and high ethical standards as an engineer or researcher, proactively link their four-year learning outcomes with their future career paths, and act independently with a strong commitment to social contribution.
Relationship between 'Goals and Objectives' and 'Course Outcomes'

Research Activities and Seminar Presentations Final Presentation Total.
1. 12% 8% 20%
2. 12% 8% 20%
3. 12% 8% 20%
4. 12% 8% 20%
5. 12% 8% 20%
Total. 60% 40% -
Evaluation method and criteria
Grades will be determined based on a weighting of the following criteria:
① Problem Solving and Verification of Social Contribution (20%)
② Integration of Information and Scholarly/Technical Evaluation (20%)
③ Planned Execution Based on Systems Thinking (20%)
④ Logical Information Dissemination and Communication (20%)
⑤ Autonomous Career Development Based on Professional Ethics (20%)
Note: A rubric (5-point scale) will be applied to the above five items. A passing grade of “60 points (on a 100-point scale)” will be awarded to students who obtain an average score of 3 or higher across all five items.
Language
Japanese(English accepted)
Research Guidance
Mathematical Analysis Laboratory (Tetsuya Ishiwata)
Applied Mathematical Science Laboratory (Tomoyuki Idogawa)
Nonlinear Mathematics Laboratory (Yuko Enomoto)
Numerical Analysis Laboratory (Katsuhisa Ozaki)
Geometric Analysis Laboratory (Toru Kajigaya)
Coordinated Control Laboratory (Guisheng Zhai)
Group Theory Laboratory (Kenichi Shimizu)
Mathematical Physics Laboratory (Tatsuo Suzuki)
Functional Equations Laboratory (Shingo Takeuchi)
Education and Welfare Studies Laboratory (Yukako Tanaka)
Representation Theory Laboratory (Hiroyoshi Tamori)
Financial Engineering Laboratory (Tomonori Nakatsu)
Computational Mathematics Laboratory (Akiko Fukuda)
Research Content
Based on the content learned in the “Undergraduate Thesis Research 3” students study and conduct research on more advanced and specialized content in the integrated research. The “Study Fields” and “Research Themes” of each laboratory can be found on the official university page “Faculty and Laboratory Introductions” below.
https://www.shibaura-it.ac.jp/en/research/
Feedback on exams, assignments, etc.
ways of feedback specific contents about "Other"
Feedback in/outside the class.
Textbooks and reference materials
Discuss with faculty in each laboratory.
Prerequisites
Summarize the outcomes from Undergraduate Thesis Research 3.
Office hours and How to contact professors for questions
  • To discuss and decide on them thoroughly with each faculty in advance.
Regionally-oriented
Non-regionally-oriented course
Development of social and professional independence
  • Course that cultivates an ability for utilizing knowledge
  • Course that cultivates a basic interpersonal skills
  • Course that cultivates a basic self-management skills
  • Course that cultivates a basic problem-solving skills
Active-learning course
Active-learning course Work experience and relevance to the course content if applicable
About half of the classes are interactive
Course by professor with work experience
N/A
Education related SDGs:the Sustainable Development Goals
  • 4.QUALITY EDUCATION
  • 9.INDUSTRY, INNOVATION AND INFRASTRUCTURE
Last modified : Sat Mar 28 04:03:57 JST 2026