Constantina Spanoude: Difference between revisions

From Future Worlds Center Wiki
Jump to navigationJump to search
Line 38: Line 38:
==<font color="#D64C42">Research</font>==
==<font color="#D64C42">Research</font>==


'''<font color="#2E64FE">MASTER THESIS: ''“Implementation and experimental analysis of Asynchronous Distributed Gossip Algorithms”'''''</font>
'''MASTER THESIS:<br>''“Implementation and experimental analysis of Asynchronous Distributed Gossip Algorithms”'''''
<br>Includes:
<br>Includes:
* Study of the complexity of gossip in an asynchronous, message-passing fault-prone distributed system through two different algorithms – called EARS and SEARS – which encompass different trade-offs between time and message complexity.
* Study of the complexity of gossip in an asynchronous, message-passing fault-prone distributed system through two different algorithms – called EARS and SEARS – which encompass different trade-offs between time and message complexity.
Line 44: Line 44:
* Experimental Evaluation of the algorithms; figures and statements of results taken after testing the algorithms both in simulation and in real-world mode. Experiments in real-world mode have been executed on a global research network called PlanetLab.
* Experimental Evaluation of the algorithms; figures and statements of results taken after testing the algorithms both in simulation and in real-world mode. Experiments in real-world mode have been executed on a global research network called PlanetLab.
<br>
<br>
'''MATHS RESEARCH: ''“Axisymmetric Poiseuille Flow of Newtonian fluid under pressure-dependent viscosity”'''''
'''MATHS RESEARCH:<br>''“Axisymmetric Poiseuille Flow of Newtonian fluid under pressure-dependent viscosity”'''''
<br>Includes:
<br>Includes:
* Study of Poiseuille flow in a cylindric tube under pressure-dependent viscosity; Continuity equation, momentum equation and velocity components for this incompressible flow.
* Study of Poiseuille flow in a cylindric tube under pressure-dependent viscosity; Continuity equation, momentum equation and velocity components for this incompressible flow.

Navigation menu