Search for dissertations about: "stochastic differential equation"
Showing result 16 - 20 of 66 swedish dissertations containing the words stochastic differential equation.
-
16. Coarse Graining Monte Carlo Methods for Wireless Channels and Stochastic Differential Equations
Abstract : This thesis consists of two papers considering different aspects of stochastic process modelling and the minimisation of computational cost. In the first paper, we analyse statistical signal properties and develop a Gaussian pro- cess model for scenarios with a moving receiver in a scattering environment, as in Clarke’s model, with the generalisation that noise is introduced through scatterers randomly flip- ping on and off as a function of time. READ MORE
-
17. Selected Topics in Mathematical Modelling: Machine Learning and Tugs-of-War
Abstract : This thesis concerns selected topics in mathematical modelling, namely in machine learning and stochastic games called tugs-of-war. It consists of four scientific articles. The first and second are about machine learning topics, while the third and fourth articles are about tug-of-war games. READ MORE
-
18. Convergence and stability analysis of stochastic optimization algorithms
Abstract : This thesis is concerned with stochastic optimization methods. The pioneering work in the field is the article “A stochastic approximation algorithm” by Robbins and Monro [1], in which they proposed the stochastic gradient descent; a stochastic version of the classical gradient descent algorithm. READ MORE
-
19. Stochastic modelling in disability insurance
Abstract : This thesis consists of two papers related to the stochastic modellingof disability insurance. In the first paper, we propose a stochastic semi-Markovian framework for disability modelling in a multi-period discrete-time setting. READ MORE
-
20. A Probabilistic Approach to Non-Markovian Impulse Control
Abstract : This thesis treats mathematical considerations that arise in relation to certain stochastic optimal control problems, in particular of switching and impulse type. Both of these problems are extensions of the well-known optimal stopping problem. READ MORE