Area
natural Sciences
Sub-Discipline
Math

University of Santiago, Chile
- City: Santiago,
- Municipality: Central Station,
- Region: Metropolitan Region
goals
The overall objective of the Master of Science Program in the Specialty of Mathematics is to contribute to the initial training of researchers in mathematics, providing its students with a solid mathematical foundation and equipping them with knowledge for their future entry into Doctoral Programs, for university teaching, and for collaboration in research activities.
In addition, the specific objectives of the Program are:
a) Contribute to the initial training of researchers in the areas of specialization of the Program: Evolution Equations, Functional Analysis, Partial Differential Equations, Dynamical Systems, Algebra and Geometry.
b) To train graduates who are able to collaborate in scientific research and innovation projects in Mathematics or related areas.
Applicant Profile
Hold a Bachelor's degree in Mathematics and/or a Professional Title or Bachelor's degree in a related discipline. In the latter case, the Program Committee will evaluate the applicant's academic background.
– Demonstrate at least a basic level of English proficiency, which will be evidenced by a document that certifies their English skills acquired during their undergraduate studies, or an accreditation issued by specialized Centers or Institutions
Graduate profile
The Graduation Profile indicates that graduates of the Master of Science program in the Specialization of Mathematics will be able to:
a) To rigorously apply the methods of scientific research in the area of mathematics.
b) Participate in scientific research or innovation projects, in a collaborative manner and making use of their training acquired in the areas of specialization of the Program.
c) Analyze and interpret the knowledge of the areas of mathematics covered by the Program, in order to contribute to the development of the discipline.
d) Critically discuss current problems in mathematics in the areas of specialization of the Program.
Lines of investigation
1. Functional Analysis and Evolution Equations.
2. Discrete Mathematics and Optimization.
3. Partial Differential Equations.
4. Dynamic Systems.
5. Algebra and Geometry.
6. Mathematical Physics
