Computational & Applied Mathematics

Subjects: Mathematics;Science

M.Sc. | Master of Science

Course description

This degree program is crafted to meet the current demands in applied mathematics and scientific computing. It caters to students who value using rigorous mathematical analysis or scientific computing to predict phenomena or optimize processes in science and engineering. You will gain a solid foundation in mathematical modeling, applied analysis, and high-performance computing. You will learn to derive mathematical models and understand their properties and limitations. In this program, you will delve into subjects like mathematical modeling, applied analysis, and high-performance computing. These areas will equip you with the skills to tackle real-world problems using mathematical and computational techniques. You will explore how to create mathematical models and critically assess their effectiveness and constraints. This program is ideal for those who enjoy applying mathematical theories and computational methods to solve practical problems. You will develop the ability to predict outcomes and optimize processes, making you a valuable asset in scientific and engineering fields. The curriculum is designed to provide you with the tools and knowledge needed to excel in these areas, ensuring you are well-prepared for the challenges ahead.

Application Requirements

Language Requirements

Applicants with a degree that is not in mathematics but in a related field can only be admitted after passing an oral exam. The criteria of this oral exam are: Basic knowledge in the theory of differential equations or functional analysis, basic knowledge in numerics or in optimization, ability to discuss mathematics in English, based, for example, on the applicant’s Bachelor’s thesis.

Qualification Requirements

The requirement for admission to the Master’s degree program is a good Bachelor’s degree in a mathematical program – or in a closely related field with a substantial content of mathematical courses (at least 45 ECTS). Qualification or aptitude for the Master’s degree program is examined in the qualification assessment process. Applicants with a degree that is not in mathematics but in a related field can only be admitted after passing an oral exam. The criteria of this oral exam are: Basic knowledge in the theory of differential equations or functional analysis, basic knowledge in numerics or in optimization, ability to discuss mathematics in English, based, for example, on the applicant’s Bachelor’s thesis.

Document Requirements

CV (simple copy) German language test verification certificate - if required (simple copy) School leaving certificate (certified copy) Official translation of the School Leaving Certificate (certified copy) University Degree Certificate and Diploma Supplement - if already available (certified copy) Official translation of the University Degree Certificate and Diploma Supplement (certified copy) Complete Academic Report/Transcript of Records (certified copy) Official translation of the Complete Academic Report/Transcript of Records (certified copy) All additional documents which are required by the specific program (letter of application, proof of internships/placements, language certificates, etc).