Doctorado en matemática

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  • Doctorado en matemática
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Area

natural Sciences

Sub-Discipline

Math

Pontificia Universidad Catolica de Valparaìso

Pontifical Catholic University of Valparaíso

  • City: Valparaìso,
  • Commune: Valparaìso,
  • Region: Valparaìso Region
goals

• General objective
The objective of the Program, of an academic nature, is to train human resources doctorates in Mathematics, with training of excellence, advanced and with a solid specialization in some of the lines of research that the Consortium universities support, capable of contributing to the training of mathematicians and prepared to carry out original, independent and avant-garde scientific and / or technological research.

Specific objectives:
1.-Project, formulate and execute, independently, quality research in its line of specialization, in order to contribute to knowledge in mathematics.
2.-Integrate work teams, for the generation of new knowledge.
3.-Develop their work from the perspective of the ethical standards of the discipline.

Applicant Profile

• Be in possession of an academic degree of bachelor (a) obtained in Chile or abroad, in the areas of the disciplines proper or related to this Program. In addition to the bachelor's degree, it will be necessary for the applicant to possess or be in the process of obtaining a Master's Degree or a Professional Degree, in the latter case with a total university training of at least 5 years duration .
The master's degree and / or professional title must also correspond to the disciplines proper or related to this Program. The affinity will be determined by the Committee.

Graduate profile

• Independently project, formulate and execute quality research in their line of specialization, in order to contribute to knowledge in mathematics.
• Integrate work teams, for the generation of new knowledge.
• Develop their work from the perspective of the ethical standards of the discipline.

Lines of investigation

1. Nonlinear Analysis and Partial Differential Equations
2. Optimization
3. Dynamic Systems
4. Numerical Analysis
5. Number Theory
6. Statistical Modeling
7. EDP Control and Reverse Problems
8. Stochastic processes