Takaisin kaikki kurssit
Hakuaika on päättynyt
Modelling and simulation
Yksittäinen kurssi
Max amount of FITech students: 5
Course contents
- Discrete event simulation method
- Pseudo random numbers and generation of random variables from given distributions
- Steady state simulation and statistical analysis of simulation data
- Variance reduction methods
- Simulation of (discrete state) Markov processes and elementary birth-death processes
- Simulation of M/G/1 queue with application to scheduling in cellular systems
- Job dispatching problem in server farms and its simulation
After the course the student can
- analyze the performance of non-Markovian systems by using discrete event simulation, including the appropriate statistical analysis of the simulation data.
- design a new random number generator for a given distribution, when a standard generator is not available.
- simulate complex multi-server queuing models that are used to model computer and communication systems.
- develop simulation programs using Mathematica.
Completion methods
Mid-term exam, project works, home assignments
More information on the Aalto University course page.
You can get a digital badge after completing this course.
Vastuuopettaja
Aalto-yliopisto
Pasi Lassila
pasi.lassila(at)aalto.fi
Hakua koskevat kysymykset
FITech-verkostoyliopisto
Fanny Qvickström, Opintoasioiden suunnittelija
info(at)fitech.io
Hakuaika on päättynyt
Aihe:
5G-teknologia
Kurssikoodi:
ELEC-E7460
Opintopisteet
5 ECTS
Hinta:
0 €
Kurssin taso:
Kurssin ajankohta:
15.9.–7.12.2021
Viimeinen hakupäivä:
Hakuaika on päättynyt
Vastuuyliopisto:
Aalto-yliopisto
Kuka voi hakea:
Aikuisopiskelija,
Tutkinto-opiskelija
Tutkinto-opiskelija
Toteuttamistapa:
Verkko-opetus
Opetuskieli:
Englanti
Esitietovaatimukset:
Basic course on probability and stochastic processes, in particular knowledge of Markov processes and simple queueing models is required (for example, M/M/1 and M/M/n queue). Also, good understanding of data networks and their functionality is very useful for understanding the models that are applied in the course.