PhD in Mathematics in Krasnoyarsk in Russia

Search PhD Programs in Mathematics 2018 in Krasnoyarsk in Russia

Mathematics

The PhD is a doctoral degree, specifically called a "doctor of philosophy" degree. This is misleading because PhD holders are not necessarily philosophers (unless they earned their degree in philosophy!). That said, PhD recipients are able to engage in thought experiments, reason about problems, and solve problems in sophisticated ways.

Mathematics is a discipline that needs frequent studies, research and analysis of the legendary mathematical formulas. This training will help you understand the mathematical concepts. At the same time, you will come up with better ways to simplify the mathematical formulas to ease the understanding process especially for students.

Russia (Russian: Россия) is by far the largest country in the world, covering more than one-eighth of the Earth's inhabited land area. The former State Committee for Higher Education in Russia financed 240 universities, academies and institutes, making Russia a solid country to study in.

Krasnoyarsk city is located along the Yenisei River in Krasnoyarsk Krai, Russia. The city has a population that is just shy of 1 million people. It is among the chief producers of aluminum in Russia. Krasnoyarsk has over 30 campuses, and around 200 high schools.

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PhD in Multidimensional Complex Analysis

Siberian Federal University
Campus Full time 4 years September 2018 Russia Krasnoyarsk

Research in multidimensional complex analysis at Siberian Federal University is about several topics. The overarching theme is the interaction between complex analysis and other areas of mathematics and physics. [+]

Research in multidimensional complex analysis at Siberian Federal University is about several topics. The overarching theme is the interaction between complex analysis and other areas of mathematics and physics. For example, methods and techniques of functional analysis are applied to the study of PDEs in domains of complex space. Algebraic geometry plays an important role in the study of distribution of complex algebraic and analytic sets and its applications in physics. Alternatively, analytic methods are used in the theory of algebraic and hypergeometric functions, in the description of the structure of discriminantal sets. Other examples include the study of multidimensional difference equations, analytic continuation of functions and sets.... [-]