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Science in Applied Mathematics

Science in Applied Mathematics

Program Mission

 

Preparing graduates with deep knowledge in applied mathematics and skills in scientific research and critical thinking that qualify them to compete in the labor market, carry out scientific research that serves society and promotes the knowledge economy and sustainable development.

 

Program Goals

 

he master's program in applied mathematics aims to

  1. Preparing scientific competencies with a deep background in the field of applied mathematics, enabling them to solve real-life problems and self-development.

  2. Developing students' computational and mathematical skills, critical thinking, and ability to integrate different mathematical concepts to draw accurate conclusions for mathematical problems.

  3. Equipping students with solid theoretical and practical knowledge in one of the disciplines of applied mathematics, enabling them to carry out research projects and provide solutions to societal challenges.

  4. Providing students with scientific research skills in the field of applied mathematics and effective participation in conferences and academic events.

  5. Offering scientific services and consultations to various sectors of society and interacting with the community.

  6. Providing students with the fundamentals of teamwork, self-development, social responsibility and initiative.

     

Program Graduate Attributes

 

  1. A comprehensive understanding of both theoretical and practical aspects, as well as recent research and developments in applied mathematics, with the ability to keep up with the latest sciences and technologies.

  2. Proficiency in using advanced research methods, and the ability to apply them in executing innovative research or professional projects aimed at solving real-world problems

  3. The ability to think critically and scientifically analyze, integrate and interpret mathematical concepts, apply research results to test and develop hypotheses, and propose practical and theoretical solutions

  4. Ability to effectively present and communicate the results of their research to diverse audiences, including the academic and professional communities, through peer-reviewed publications and various means of communication

  5. Demonstrate strong autonomy and self-learning ability, enabling them to pursue academic and professional growth with flexibility and sustainability.

  6. Possessing teamwork skills and the ability to collaborate within interdisciplinary teams, enhancing their effective contributions to various work environments.

  1. Recall advanced mathematical concepts, principles, and theories in the main areas of applied mathematics.

  2. Outline critical understanding of methods, techniques, practices, procedures and terminology relevant to applied mathematics.

  3. Describe advanced knowledge and understanding of a range of established and specialized research techniques and methodologies in an area of applied mathematics.

  4. Apply appropriate applied mathematical theories, principles, concepts, and numerical methods to solve problems in applied mathematics.

  5. Demonstrate the ability to reason logically and mathematically by constructing mathematical proofs, modelling and simulating real life problems.

  6. Use appropriately advanced analytical and/or numerical methods, and algorithms to analyze problems or to carry out projects in applied mathematics.

  7. Develop critical skills in searching, appraising and evaluating literature from a variety of sources, and synthesizing findings to conduct advanced research.

  8. Communicate in various forms to disseminate knowledge, skills, projects, research results related to applied mathematics in the form of reports, research papers or presentations to various audiences.

  9. Demonstrate responsibility, integrity, professional and academic ethics.

  10. Work effectively both independently and in collaboration with multidisciplinary teams to achieve goals and desired outcomes.