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数学科学哲学博士

入学时间
一月、五月和九月
课程时长
至少3年(全日制)或4年(非全日制)
就读校区
吉隆坡校区
授课模式
全日制 / 非全日制
批准代码
N/461/8/0031; 11/2027
认证代码
MQA/PA 13965


概述

此研究型课程旨在通过在抽象数学、数学和科学计算、概率和统计分析等,特定数学科学 领域深入和先进的知识来发展博士生的数学技能,为毕业生在学术界和工业界的职业生涯 做好准备。数学科学哲学博士课程的设计也旨在向研究生灌输系统性的方法,来进行理论 和实践间的平衡研究,从而趋向对知识体系和实践的重大贡献。

关于本课程

课程优势:

  • UCSI大学是少数提供该课程的私立大学之一。
  • 数学科学领域博士课程是UCSI大学精算管理结构B&C理学硕士生攻读博士学位的最佳深造途径。
  • 教育部2013年的数据显示,人力资源市场对STEM(M指数学)人才有很高需求,因此本课程下的数学科学研究生,将契合人力资源对数学人才的需求。
  • 强大师资:本课程由具博士学位的资深研究人员讲授、指导。

入学要求

Academic Requirements

i. A Master’s degree in Mathematical Sciences or other related areas that is accepted by the UCSI University Senate; or
ii. Other qualifications equivalent to a Master’s degree in Mathematical Sciences or other related areas that is accepted by the UCSI University Senate.

Note

i. UCSI University can accept candidates with excellent Bachelor’s degree (Level 6, MQF) for direct admission to the Doctoral programme (by research) (Level 8, MQF) with the following conditions:
  • Obtained first class bachelor’s degree or equivalent; or
  • Obtained Cumulative Grade Point Average (CGPA) with at least 3.67 or equivalent from academic programme or Technical and Vocational Education and Training (TVET) programme; and
  • Rigorous internal assessment by UCSI University; and
  • Approved by UCSI University’s Senate and admitted as a candidate for Doctoral programme (Level 8, MQF). Student must demonstrate appropriate progress during the candidature period.
ii. Candidate with Bachelor’s degree who are registered for Master’s degree programmes may apply to convert their candidacy to the Doctoral Degree programmes within one (1) year after Master’s degree registration, subjected to:
  • Having shown competency and capability in conducting research at Doctoral degree level
  • Rigorous internal evaluation by the UCSI University.
  • Approved by the UCSI University Senate.
Note:

The requirement to pass Mathematics and English at SPM level in the first and second items can be waived should the qualifications contain Mathematics and English subjects with equivalent/higher achievement.

English Language Requirements

For International Students
Cambridge English Qualifications and Tests
(i) B1 Preliminary, B2 First, C1 Advanced, C2 Proficiency: 169
(ii) Linguaskill Online: 169
(iii) Occupational English Test (OET): 250
IELTS
Band 6.0
Cambridge English Qualifications and Tests
160
TOEFL IBT
60
TOEFL Essentials (Online)
8.5
Pearson Test of English
59
MUET
Band 4

  • International applicants have to fulfill the English requirements as listed above for international students before applying the programme.
  • International applicants who come from a country which uses English Language as the official language OR have an academic qualification from a higher learning institution which uses English Language as a medium of instruction can be granted an exemption from the University English requirements and MQA requirement.
  • International applicants who do not meet the respective academic programme’s English Language Requirements will need to improve their proficiency by enrolling into the English for Tertiary Education programme (R/KJP/00920-00929) for maximum 2 years AND pass one of the English examination as listed for international students.
  • Placement into the various levels of the English for Tertiary Education programme depends on the English Language qualification students have at the point of admission and/or the outcome of the English Placement Test.

课程大纲

Semester 1
  • Advanced Research Methods in Mathematical Sciences
Semester 2 to 9
  • PhD Thesis

就业机会

  • 数据科学家
  • 风险分析师
  • 系统分析师
  • 业务分析师
  • 大学讲师
  • 数学家
  • 统计学家
  • 商业和行业研究员

学习成果

Upon successful completion of the programme, student will be able to:

PLO 1.  Demonstrate comprehensive, systematic, integrated, complex and abstract ideas of current critical issues in the most advanced frontiers of knowledge in the Mathematical Sciences field. (MQF1)

PLO 2.  Critically analyse, evaluate and synthesise new, complex and abstract ideas and current issues in the most advanced frontiers of knowledge of a field of Mathematical Sciences and refine existing concepts and practices. Make substantial contribution through the creation of new knowledge, theories, solutions and practice through originality and independent research, which satisfies peer reviews and international standards. (MQF2)

PLO 3.  Demonstrate mastery of practical, technical skills or practices and scientific skills which is at the forefront of one or more areas of specialisation and demonstrate ability to design and implement or adapt highly advanced, specialised research methodologies which is at the forefront of one or more area of specialisation. (MQF3 i)

PLO 4.  Convey information, insights, ideas, problems and communicate effectively research findings to peers, scholarly communities and society at large in the Mathematical Sciences field of expertise (MQF3 ii)

PLO 5.  Use, select or improve existing or develop new appropriate tools or methodologies to support and enhance research activities. (MQF3 iii)

PLO 6.  Work with substantial autonomy, independence, and authority in the conduct and management of research and resources, which contribute to new knowledge, advanced practices, processes and products. (MQF3 iv)

PLO 7.  Take full responsibility for own work and where relevant be accountable for overall management of one’s research organization. (MQF4)

PLO 8.  Demonstrate adherence to legal, professional and ethically sound codes of practice. (MQF5)

费用

本国学生

总费用约:

RM 63,500

国际学生

总费用约:

RM 78,460

注:此为预估费用,因各国签证处理费和行政费而异。请向各国升学顾问咨询有关费用明细。

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