Ioannis DASSIOS | https://ioannisdassios.wordpress.com/publications/ | PhD in Applied Mathematics, 2013 | University College Dublin, Dublin | UCD
Loop | Ioannis Dassios
Ioannis K Dassios | Joey O'Brien
Frontiers | Ideas From Bounded Confidence Theory Applied to Dynamical Networks of Interacting Free-Bodies | Physics
On the stability of equilibrium for a reformulated foreign trade model of three countries – topic of research paper in Economics and business. Download scholarly article PDF and read for free on
Ioannis Dassios - YouTube
Eigenvalue Problems in Power Systems - 1st Edition - Federico Milano
Symmetry | Free Full-Text | Analytic Loss Minimization: Theoretical Framework of a Second Order Optimization Method
Spreading of Memes on Multiplex Networks | Joey O'Brien
PDF) On the stability of equilibrium for a reformulated foreign trade model of three countries
PDF) Linear Algebra: Subspaces: Exercise 2
Solutions of Higher-Order Homogeneous Linear Matrix Differential Equations for Consistent and Non-Consistent Initial Conditions: Regular Case – topic of research paper in Mathematics. Download scholarly article PDF and read for free on
PDF) Analysis I: Power Series: Exercise 2
A macroeconomic mathematical model for the national income of a union of countries with interaction and trade – topic of research paper in Mathematics. Download scholarly article PDF and read for free
A stability result for a network of two triple junctions on the plane - Boutarfa - 2017 - Mathematical Methods in the Applied Sciences - Wiley Online Library
Ioannis Dassios - UCD Research Fellow/Assistant Professor in Applied Mathematics - University College Dublin | LinkedIn
PDF) Analysis I: Power Series: Exercise 4
PDF) Revisiting a numerical implementation of the EEG problem in ellipsoidal geometry
Frontiers | Ideas From Bounded Confidence Theory Applied to Dynamical Networks of Interacting Free-Bodies | Physics
Ioannis Dassios Profile | University of Limerick
PDF) Analysis I: Integrals: Exercise 11
Loop | Ioannis Dassios
PDF) Linear Algebra: Subspaces: Exercise 1
