数学理学硕士
Master of Science in Mathematics

密苏里大学堪萨斯分校

US

QS排名:

  • 学历文凭

    Masters Degree

  • 专业院系

    数学

  • 开学时间

  • 课程时长

  • 课程学费

    汇率提示

国际学生入学条件

Applicants need to hold a bachelors's degree from an accredited college or university, with a satisfactory GPA.
IELTS - 6.0 with 5.5 minimum in all bands
TOEFL iBT - 79
Due to the Covid-19 pandemic and the availability of online testing, we will accept the TOEFL at-home test as proof of English proficiency.
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IDP—雅思考试联合主办方

雅思考试总分

6.0

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  • 雅思总分:6
  • 托福网考总分:79
  • 托福笔试总分:550
  • 其他语言考试:Pearson Test of English (PTE) - 53<br>Duolingo English Test (DET) - 105
CRICOS代码:
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课程简介

数学与统计系提供的课程可通往数学与统计的理学硕士学位(MS)。该部门还参加了跨学科博士学位。UMKC研究生院提供的(iPh.D.)计划,重点可能是数学或统计学。
Our master's degree program in mathematics allows students to sharpen their skills in different areas of mathematics such as applied mathematics, algebra or analysis. It prepares the student to purse professional careers such as mathematics instructor or teacher, senior budget analyst, math and statistics modeler, accounting supervisor, modeling and simulation analyst, imaging scientist, systems engineer, consultant and actuarial analyst.<br><br>Students graduating from this program will:<br>apply logical reasoning skills towards answering theoretical and conceptual questions of the core areas of mathematics, meaning students will be able to explicate concepts, theorems, and standard proofs, provide and/or analyze relevant examples and counterexamples, and construct logically correct and mathematically rigorous proofs.<br>demonstrate quantitative skills by implementing analytical or numerical techniques for a given task, as well as initiating concrete computations and approximations, and demonstrate the ability to carry them out.<br>demonstrate qualitative skills, such as the ability to translate real-world problems into mathematical formulations, apply analytical or numerical strategies and techniques, provide exact or approximate solutions or partial solutions to problems as appropriate, and interpret and explain the results as well as the assumptions behind those results.<br>demonstrate the ability to prepare background materials or gather data, write and produce one or more revisions seeking out peer or other reviews, and finally write a mathematics or statistics project report, an exposition of mathematics, or create and give an oral presentation tailored to a given audience.
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