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Mathematics
  

Projects (5) Contracts (32) Researchers (41) Organisation Units (3)

Start year:   End year: Sort alphabetically Sort by last update Sort by project start date Bayesian analysis of dynamic factor models Dr Martin Sköld Period: 1/1/10 - 12/31/12 When forecasting macroeconomic variables, such as GDP-growth and inflation, a huge number of potentially informative time-series of varying quality are often available. Ignoring part of this information will necessarily lead to sub-optimal forecasts. On the other hand, utilizing all series in a ... Embedded eigenvalues in mathematical physics and nonlinear waves Dr Sara Maad Sasane Period: 1/1/07 - 6/30/12 The main goal of the project is a systematic study of embedded eigenvalues of partial differential operators (PDOs) on unbounded domains. This problem is at the heart of many interdisciplinary problems arising, for instance, in the assessment of optical communication systems, the study of ... Inverse problems for quantum graphs Prof Pavel Kurasov Under quantum graphs we understand differential operators on geometric graphs coupled by certain vertex matching conditions. Such operators appear in models from nano-electronics and are expected to be used in designing modern computers. From the mathematical point of view this area lies on the ... Mathematical modelling and dynamics of biological systems Dr Sara Maad Sasane Period: 12/1/11 - 12/31/14 The project is a collaboration between the mathematics departments at Stockholm university and the University of Surrey.It is financed by Vinnova, under a VINNMER Fellowship grant. Within a three year period, the project leader will spend totally two years in Surrey and one year in Stockholm to ... Topological methods in nonlinear differential equations Prof Andrzej Szulkin The goal of the project is to study certain classes of nonlinear differential equations by variational methods. Solutions of these equations correspond to critical points of certain functionals (usually, though not always, of Euler-Lagrange type). One wants to find criteria for solvability and ...