Course title
C05509004
Graduation Thesis 1

 sakurai migiwa
Course description
Purpose of class
Goals and objectives
    Language
    Japanese
    Research Guidance
    Knot Theory 1
    Research Content
    Knot theory is one of the fields of topology that studies geometric objects called knots. There are a lot of knots that exist around us, such as bow-knots and half-knots. By studying this field, it is possible to mathematically classify whether knots are the same. Since knot theory is a theoretical study, it plays an important role in theoretically building the foundation of society. Regarding application to materials of knots, it has become possible to create a polymer compound having a structure of a knot, and further, a material having a structure of knots called a fiber reinforced plastic material has been developed. In this subject, we study properties of knots using knot invariants.
    Relationship between 'Goals and Objectives' and 'Course Outcomes'

    		 Comprehensive evaluation Total.
    1. 100% 100%
    Total. 100% -
    Evaluation method and criteria
    Textbooks and reference materials
    Prerequisites
    Office hours and How to contact professors for questions
      Regionally-oriented
      Development of social and professional independence
        Active-learning course
        Course by professor with work experience
        Work experience Work experience and relevance to the course content if applicable
        N/A 該当しない
        Education related SDGs:the Sustainable Development Goals
        • 4.QUALITY EDUCATION
        • 9.INDUSTRY, INNOVATION AND INFRASTRUCTURE
        Last modified : Wed May 12 04:48:19 JST 2021