644 件ヒット (0.016秒)：
クラスコード urqyyay
経済学、経営学で用いられる数学について講義を行う。特に、線形代数、2変数(または高次の)関数、積分についての講義を行う。
This course will cover the mathematics used in economics and management, with a focus on calculus and linear algebra.
We will cover linear algebra, and calculus in the second (or higher) dimensional space and integration.
クラスコード:j44zymr
経済学、経営学で用いられる数学について講義を行う。特に、微積分、線形代数についての講義を行う。前期に実施さ
れる講義、経済経営数学入門Ａ では最低限の線形代数について説明を行い、その後、微積分の基礎について講義を行う。
This course will cover the mathematics used in economics and management, with a focus on calculus and linear algebra.
We will cover linear algebra for beginners. Advanced topics in linear algebra will be covered in Introduction to Economic and Management Mathematics B. In the second part of the course, we will cover the basics of calculus.
工学で必要となる基礎的な数学を学ぶ。高校の数学・物理を発展させ、物理学、応用物理学のために、より実用的な数学を学ぶ。本講義は２セメスター以降、より発展的な学習をするための準備となる。
This class covers basic mathematics necessary for engineering. Students will review high school mathematics and physics and acquire more practical skills in mathematics for physics and applied physics. This course will serve as preparation for more advanced studies in the second semester and beyond.
Google Classroomのクラスコードは工学部Webページにて確認すること。
学部シラバス・時間割(https://www.eng.tohoku.ac.jp/edu/syllabus-ug.html)
計算機を活用して数学の問題を解く方法を学ぶ．そのためのソフトェアとしてMATLAB・Octaveを用いて行うが，その使い方よりも，数学的な技術を身に付けることに重きを置く．
最初にOctave（あるいはMATLAB）の基本的な使い方と簡単なプログラム作成方法を学んだ後，様々な問題を対象に，簡単なプログラミングによって数理的問題を解決する方法を学ぶ．講義時間は前半を問題およびその解法の説明に費やし，残り時間で，各自でレポート課題に取り組んでもらう．微積分，微分方程式，線形代数などの既習の数学だけでなく，数値計算，信号処理，数理統計や機械学習など未習の数学も対象とする．
本演習の目標は，Octave（あるいはMATLAB）を用いて，各演習で扱った各問題を解く能力を習得し，さらに，新しい問題に対してもどのように計算機を活用し得るかの心構えを得ることにある．
Google Classroom class code: dgm3ih7
The class code for Google Classroom can be found on the Web site of
the School of Engineering:
https://www.eng.tohoku.ac.jp/edu/syllabus-ug.html (JP Only)
Students will learn how a computer can be used to solve mathematical problems. Although the course will use MATLAB or Octave for this purpose, its focus is more on mastering mathematical skills rather than learning how to use it.
Starting with the basic usage of Octave (or MATLAB) and how to write a program on it, students will learn how they can solve various mathematical problems by writing and executing simple programs. The first half of each class day will be spent for explaining problems and their solutions. Students will try to solve exercise problems the rest of the time. The course will cover not only mathematics that students have already learned, such as calculus, differential equation, linear algebra, etc., but also those that they have not learned, such as numerical computation, signal processing, statistics, machine learning, etc.
The goal of this course is to have students master skills of solving the specific problems considered in this course using Octave (or MATLAB) and futher obtain a concept of how they can utilize a computer to deal with novel problems.
工学で必要となる基礎的な数学を学ぶ。高校の数学・物理を発展させ、物理学、応用物理学のために、より実用的な数学を学ぶ。本講義は２セメスター以降、より発展的な学習をするための準備となる。 [This course covers basic mathematics necessary for engineering. To study physics and applied physics, developing mathematics and physics learned in high school, students learn more practical mathematics. This course will prepare for advanced courses after second semester.]
微分積分学は解析学の基本であり、理工学系の学問における基礎である。1変数関数の微積分法を基礎として、多変数関数の微分法と積分法の基本的概念を理解するとともに計算力を養う。
Calculus is a foundation of analysis and other scientific areas. Based on single variable calculus, differentiation and integration for functions of several variables will be explained. Concrete examples will be provided to help students develop their ability for calculation.
工学で必要となる基礎的な数学を学ぶ。高校の数学・物理を発展させ、物理学、応用物理学のために、より実用的な数学を学ぶ。本講義は２セメスター以降、より発展的な学習をするための準備となる。
This class covers basic mathematics necessary for engineering. Students will review high school mathematics and physics and acquire more practical skills in mathematics for physics and applied physics. This course will serve as preparation for more advanced studies in the second semester and beyond.
微分積分学は解析学の基本であり，様々な科学分野における基礎である。１変数関数の微分法，積分法を基礎として，多変数関数の微分法，積分法について，基礎的な考え方と計算法を学ぶ。
Calculus plays an important role in the understanding of science, engineering, economics, among other disciplines. This course covers essential concepts and calculus for differentiation and integration of functions of several variables, based on the single variable calculus .