金融科技数学基础

(彭小刚-外聘)FET2032022春  
2022春
7.0(1人评价)
  • 课程难度
    简单
  • 作业多少
    很少
  • 给分好坏
    超好
  • 收获大小
    一般
选课类别:专业任务 教学语言:双语
课程类别:专业基础课 开课单位:金融系
课程层次:本科 获得学分:3.0
课程主页:暂无(如果你知道,请点右上角“编辑课程信息”添加!)
课程简介(教工部数据)
本课程是关于离散数学,本课程将详细讲解1. 数学思维推理; 2.组合分析; 3.多种离散结构; 4. 建模和实际背景. 通过此课程的学习, 学生将会扎实地掌握相应的知识、方法、能力, 利于其在金融数学和工程的工作和学习研究。希望从事科技金融,金融工程,金融数学的人士对这门课程感兴趣。该课程将以授课、讨论、练习形式进行,并将涉及课程项目。在课程结束时,学生应能掌握以下学科分支的基本的理论和方法: (1) 逻辑和证明论基础, 命题逻辑, 谓词逻辑, 推理规则, 证明方法和战略; (2)代数和数的理论基础, 群, 环, 域和扩张; (3) 图论, 欧拉路径, 哈密顿路径, 树, 树的遍历; (4)置换, 组合, 和递归


This course is about discrete mathematics. This course will elaborate on 1 Mathematical logics; 2 Combinational Analysis; 3 Multiple Discrete Structures; 4 Modeling and Actual Background. Through the study of this course, students should be able to establish solid foundation of the corresponding knowledge, methodology and ability to apply them in their study and research in financial engineering and financial mathematics.This course is of interest to those contemplating careers in fin-tech, financial engineering and financial mathematics. The course will be in the form of lectures, discussions, exercises, and will involve course projects. By the end of the course, students should be able to master the basic theory and methodology of the following subjects: (1) Propositional Logic, Proof Basics, Propositional Logics, Predicate logic, Rules of Inference, Proof Methods and Strategy;(2) Algebra and number theory, Groups, Rings, Fields and extentions; (3) Graphs, Euler and Hamilton Paths, Trees, Tree Traversal; (4) Permutations and Combinations, Recursive and Structural Induction.
点评写点评
user avatar   Julie_Brown     2022春
  • 难度:简单
  • 作业:很少
  • 给分:超好
  • 收获:一般

彭老师永远滴神!彭老师讲课语言特别精炼,没有废话,讲课特别好。期中期末考试也都考得非常基础,甚至给开卷,只要平时认真听课,问题不大。但是期末涉及到矩阵一些题目还是有一些小坑,要着重复习,总体而言这门课更为基础,比计系的离散数学简单不少


teacher avatar

彭小刚-外聘

暂无教师主页

其他老师的「金融科技数学基础」课

彭小刚-外聘老师的其他课