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course information of 107 - 1 | 0791 Algebra (I)(代數學(一))

0791 - 代數學(一) Algebra (I)


教育目標 Course Target

本課程主要研究對象是代數結構,如群、環、體、模、向量空間以及代數等。 這些個代數結構之中,有些早在十九世紀時就已經存在有正式的定義及應用。 事實上,其存在乃因應嚴格化要求而起;同時應用的需要也會產生新的代數。 現今,我們可以說,幾幾乎乎沒有那一個數學的分支是不用到代數學的結果。 本課程將介紹最基本的幾個代數結構,群、環、體之基本理論及些許的應用。 不管你將來要走向那一個行業,此種訓練對你百分之百是必要且大有好處的。 讓我們以嶄新的心情,用有限理性來探討那深藏無限奧祕又豐盛無比的真理。The main research objects of this course are genetic structures, such as groups, circles, bodies, modulars, vector spaces, and genetics. Some of these genomic structures have formal definitions and applications as early as the nineteenth century. In fact, its existence arises from strict requirements; at the same time, the need for application will also produce new generations. Nowadays, we can say that few branches of mathematics are almost without the result of algebra. This course will introduce the most basic principles of generation structures, the basic theories of groups, circles, and bodies, and some applications. Regardless of which industry you are going to, this kind of training is 100% necessary and beneficial to you. Let us use limited reason to explore the truth hidden infinity and incomparable secrets and incomparable truth with a new mood.


課程概述 Course Description

介紹複變數函數的理論及應用
Introduction to the theory and application of complex variable functions


參考書目 Reference Books

Contemporary Abstract Algebra 9th Edition
Joseph A. Gallian
ISBN-13: 9781305657960 | ISBN-10: 1305657969
© 2017 | Published | 656 Pages
Contemporary Abstract Algebra 9th Edition
Joseph A. Gallian
ISBN-13: 9781305657960 | ISBN-10: 1305657969
© 2017 | Published | 656 Pages


評分方式 Grading

評分項目 Grading Method 配分比例 Grading percentage 說明 Description
平時考平時考
Regular exam
20
期中考期中考
Midterm exam
20
平時考平時考
Regular exam
20
期末考期末考
Final exam
20
作業作業
Action
20

授課大綱 Course Plan

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Course Information

Description

學分 Credit:3-0
上課時間 Course Time:Wednesday/3,4,Friday/1,2[ST529]
授課教師 Teacher:沈淵源
修課班級 Class:應數系3
選課備註 Memo:
授課大綱 Course Plan: Open

選課狀態 Attendance

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