Constantina Spanoude: Difference between revisions

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{{Associates                                         
      |name=Constantina Spanoude                 
      |image=Constantina_Spanoude.PNG
      |period=June 2013 - Present   
      |title=Programmer
      |projects=
      |interests=
      |degrees=MSc (3 years)
BSc (4 years)
      |fields=Computer Science
Mathematics
      |universities=University of Cyprus
      |specializations=
      |achievements=
}}
== Short Bio ==
== Short Bio ==


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MATHS RESEARCH:  
MATHS RESEARCH:  
''“Axisymmetric Poiseuille Flow of Newtonian fluid under pressure-dependent viscosity”''
''“Axisymmetric Poiseuille Flow of Newtonian fluid under pressure-dependent viscosity”''
{{Members
      |name=Constantina Spanoude
      |image=
      |registration_Year=June 2013
      |Title=Programmer
      |Membership_Type=Programmer
      |degrees=MSc (3 years)
BSc (4 years)
      |fields=Computer Science
Mathematics
      |universities=University of Cyprus
}}

Revision as of 06:52, 16 July 2013

Constantina Spanoude
Constantina Spanoude
With FWC June 2013 - Present
Title Programmer
Degree(s) MSc (3 years)

BSc (4 years)

Filed(s) of study Computer Science

Mathematics

University(ies) University of Cyprus



Short Bio

Constantina Spanoude is a Programmer and Mathematician. She holds a M.Sc. (June 1012) in Computer Science and a B.Sc. (June 2009) in Mathematics both from the University of Cyprus. She has worked as a Teaching Assistant in the Department of Computer Science at the University of Cyprus. Currently she works as a Programmer at the Cyprus Neuroscience & Technology Institute (CNTI).


Education

June 2012: Master of Science (M.Sc.) in Computer Science, Department of Computer Science, University of Cyprus

June 2009: Bachelor of Science (B.Sc.) in Mathematics, Department of Mathematics & Statistics, University of Cyprus


Research

MASTER THESIS: “Implementation and experimental analysis of Asynchronous Distributed Gossip Algorithms”

MATHS RESEARCH: “Axisymmetric Poiseuille Flow of Newtonian fluid under pressure-dependent viscosity”