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PhD in Mathematics (with MSc Degree)

About the Program

The PhD in Mathematics (PhD MATH) builds on Khalifa University’s internationally leading research activity in science, engineering, and medicine. It supports the University’s alignment with the Abu Dhabi Economic Vision 2030 plan through the provision of internationally excellent education and student experience in Mathematics, producing highly skilled science professionals capable of transferring state-of-the-art technologies to priority sectors of industry, business and government. The aim of the PhD in Mathematics program is to produce graduates who are able to conduct independent research in Mathematics at the highest levels of originality and quality. The degree will be awarded to students who demonstrate a range of advanced knowledge and skills at the forefront of Mathematics and who complete an independent investigation of a novel specialist topic in order to present a dissertation addressing a problem in cutting edge research. Candidates for the degree will be supervised by teams of experienced researchers.

Program Educational Objectives

The objectives of the PhD in Mathematics program are to produce graduates who have the ability to:

  1. Synthesize and critically evaluate complex current knowledge in the Mathematical sciences in order to plan and implement new and creative approaches so as to generate new knowledge and solve research challenges with effective dissemination of the results to a variety of audiences;
  2. Work to the highest professional and ethical standards in an area of Mathematical sciences and develop their individual academic, professional and career skills; and
  3. Keep abreast of the latest developments in Mathematics that contribute to the advancement of knowledge for the benefit of society.

Learning Outcomes

Upon successful completion of the PhD in Mathematics, a graduate will be able to:

  1. Demonstrate and critically analyze comprehensive, deep and overarching knowledge that is at the frontier of recent developments in Mathematical sciences.
  2. Conduct and defend original independent research that creates significant new knowledge in Mathematical sciences of publishable quality that leads to scholarly articles or other intellectual outputs.
  3. Analyze and critically evaluate the uses and limitations of diverse methodologies and techniques for solving problems in Mathematical research, leading to informed and valid judgements.
  4. Select and deploy advanced experimental and related skills to investigate and solve complex problems in Mathematical research.
  5. Communicate effectively and professionally, in written and oral forms as appropriate, the major tenets of areas of Mathematics and their individual specializations to a variety of audiences.
  6. Demonstrate a commitment to safe, responsible and ethical behavior in all research and professional activities.
  7. Reflect upon their role(s) in their research specialization and in the wider research community to ensure that they take responsibility for their own development and that of peer groups and networks.