52018001 Consideration in Mathematical Science

Hiroshima University Syllabus

Japanese

Academic Year 2024Year School/Graduate School Liberal Arts Education Program

Lecture Code 52018001 Subject Classification Area Courses

Subject Name 数理科学で考える［旧パッケージ］

Subject Name
（Katakana）スウリカガクデカンガエル

Subject Name in
English Consideration in Mathematical Science

Instructor YAMADA HIROFUMI

Instructor
(Katakana) ヤマダ　ヒロフミ

Campus Higashi-Hiroshima Semester/Term 1st-Year, Second Semester, 4Term

Days, Periods, and Classrooms (4T) Mon1-4：IAS K305

Lesson Style Lecture Lesson Style
(More Details) 　

Lecture-oriented class

Credits 2.0 Class Hours/Week 　 Language of Instruction J : Japanese

Course Level 1 : Undergraduate Introductory

Course Area（Area） 25 : Science and Technology

Course Area（Discipline） 01 : Mathematics/Statistics

Eligible Students

Keywords

Special Subject for Teacher Education 　 Special Subject 　

Class Status within
Liberal Arts Education Area Courses（Courses in Natural Sciences)　Category：Mathematics / Informatics
*Students who got admitted in 2018 or after can take this course as an “Area Course”. For this group of students, credits from this course will be regarded as credits from an “Area Course”.
If students who got admitted in 2017 or before take this course, it is regarded as a “Package-Based Subject”. The latter group of students cannot take this course as an “Area Course”.
Expected Outcome 1. To be able to explain the formation and development processes and contemporary issues of each academic discipline.
2. To be able to explain historical and contemporary issues that span multiple academic disciplines from multifaceted perspectives.

Class Objectives
/Class Outline The aim of classes is to acquire basic knowledge and skills about mathematical models.

Class Schedule Lecture is given by focusing on the topics related to combinatorics

・Catalan number
・Integer partition
・Robinson-Schensted correspondence
・On tne prime numbers
・Zeta function
・Countable and uncountable
・Hirota derivative

Text/Reference
Books,etc. Handouts.

PC or AV used in
Class,etc. 　

(More Details) Handouts.

Learning techniques to be incorporated 　

Suggestions on
Preparation and
Review Prepare and review as needed.

Requirements

Grading Method The grade will be based on final examination, midterm examination, and/or assignments.

Practical Experience

Summary of Practical Experience and Class Contents based on it

Message

Other

Please fill in the class improvement questionnaire which is carried out on all classes.
Instructors will reflect on your feedback and utilize the information for improving their teaching.

Academic Year	2024Year	School/Graduate School	Liberal Arts Education Program
Lecture Code	52018001	Subject Classification	Area Courses
Subject Name	数理科学で考える［旧パッケージ］
Subject Name （Katakana）	スウリカガクデカンガエル
Subject Name in English	Consideration in Mathematical Science
Instructor	YAMADA HIROFUMI
Instructor (Katakana)	ヤマダ　ヒロフミ
Campus	Higashi-Hiroshima	Semester/Term	1st-Year, Second Semester, 4Term
Days, Periods, and Classrooms	(4T) Mon1-4：IAS K305
Lesson Style	Lecture	Lesson Style (More Details)
Lecture-oriented class
Credits	2.0	Class Hours/Week		Language of Instruction	J : Japanese
Course Level	1 : Undergraduate Introductory
Course Area（Area）	25 : Science and Technology
Course Area（Discipline）	01 : Mathematics/Statistics
Eligible Students
Keywords
Special Subject for Teacher Education		Special Subject
Class Status within Liberal Arts Education	Area Courses（Courses in Natural Sciences)　Category：Mathematics / Informatics *Students who got admitted in 2018 or after can take this course as an “Area Course”. For this group of students, credits from this course will be regarded as credits from an “Area Course”. If students who got admitted in 2017 or before take this course, it is regarded as a “Package-Based Subject”. The latter group of students cannot take this course as an “Area Course”.
Expected Outcome	1. To be able to explain the formation and development processes and contemporary issues of each academic discipline. 2. To be able to explain historical and contemporary issues that span multiple academic disciplines from multifaceted perspectives.
Class Objectives /Class Outline	The aim of classes is to acquire basic knowledge and skills about mathematical models.
Class Schedule	Lecture is given by focusing on the topics related to combinatorics ・Catalan number ・Integer partition ・Robinson-Schensted correspondence ・On tne prime numbers ・Zeta function ・Countable and uncountable ・Hirota derivative
Text/Reference Books,etc.	Handouts.
PC or AV used in Class,etc.
(More Details)	Handouts.
Learning techniques to be incorporated
Suggestions on Preparation and Review	Prepare and review as needed.
Requirements
Grading Method	The grade will be based on final examination, midterm examination, and/or assignments.
Practical Experience
Summary of Practical Experience and Class Contents based on it
Message
Other
Please fill in the class improvement questionnaire which is carried out on all classes. Instructors will reflect on your feedback and utilize the information for improving their teaching.

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