KYRIAKOS CHARALAMBOUS
ΚΥΡΙΑΚΟΣ ΧΑΡΑΛΑΜΠΟΥΣ
KYRIAKOS CHARALAMBOUScy.ac.cy
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ΕΙΔΙΚΟΣ/Η ΕΠΙΣΤΗΜΟΝΑΣ
Τμήμα Μαθηματικών και Στατιστικής
ΘΕΕ 01 - Σχολή Θετικών και Εφαρμοσμένων Επιστημών
Πανεπιστημιούπολη
B137
22893915
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Προσωπικό Προφίλ

  • Bachelor (B.Sc.) in Mathematics (speciality: Applied Mathematics), 2007, Department of Mathematics, University of Patras, Greece.
  • Master (M.Sc.) in Applied Mathematics, 2009, Department of Mathematics and Statistics, University of Cyprus.
  •  Ph.D. in Applied Mathematics, 2013, Department of Mathematics and Statistics, University of Cyprus.
 
Group Analysis of Differential Equations: Lie symmetries, Nonclassical symmetries, Potential symmetries, Nonclassical potential symmetries.
 
 
  1.  Charalambous K., Sophocleous C. (2019) On a Sequence of Higher-Order Nonlinear Diffusion-Convection Equations,  Journal of Physics: Conference Series 1194 012047.
  2. Charalambous K., Sophocleous C. (2018) Symmetry Analysis of a Third-Order Equation Arising from a General Class of Lotka-Volterra Chains, V. Dobrev (ed.),  Springer Proceedings in Mathematics & Statistics vol. 263."Quantum Theory and Symmetries with Lie Theory and Its Applications in Physics Volume 1", Springer.
  3. Charalambous K., Sophocleous C. (2018) Lie Symmetries of a System Arising in Plasma Physics, Mathematical Methods in the Applied Sciences 41 1331-1343 . 
  4. Charalambous K., Leach P.G.L. (2015) Algebraic Structures of Generalised Symmetries of nth-Order Scalar Ordinary Differential Equations of Maximal Lie Point Symmetry, Applied Mathematics and Information Sciences 9 1175-1180.
  5. Charalambous K., Sophocleous C. (2015) Symmetry Analysis for a Class of Nonlinear Dispersive Equations, Communications in Nonlinear Science and Numerical Simulation 22 1275-1287. 
  6. Charalambous K., Sophocleous C., O'Hara J., Leach P.G.L. (2015) A Deductive Approach to the Solution of the Problem of Optimal Pairs Trading from the Viewpoint of Stochastic Control with Time-dependent Parameters, Mathematical Methods in the Applied Sciences 38 4448-4460.
  7. Charalambous K., Vaneeva O.O., Sophocleous C. (2014) Group Classification of Variable Coefficient K(m,n) Equations, Journal of Geometry and Symmetry in Physics 33 79-90.
  8. Charalambous K., Sophocleous C., Leach P.G.L. (2013) Symmetry and Singularity Analyses of Some Equations of the Fifth- and Sixth-Order in the Spatial Variable Arising from the Modelling of Thin-Films, Communications in Nonlinear Science and Numerical Simulation 18 1949-1958.
  9. Charalambous K., Sophocleous C. (2013) Symmetry Properties for a Generalised Thin-Film Equation, Journal of Engineering Mathematics 82 109-124.

Profile Information

 
  • Bachelor (B.Sc.) in Mathematics (speciality: Applied Mathematics), 2007, Department of Mathematics, University of Patras, Greece.
  • Master (M.Sc.) in Applied Mathematics, 2009, Department of Mathematics and Statistics, University of Cyprus.
  •  Ph.D. in Applied Mathematics, 2013, Department of Mathematics and Statistics, University of Cyprus.
Group Analysis of Differential Equations: Lie symmetries, Nonclassical symmetries, Potential symmetries, Nonclassical potential symmetries.
  1.  Charalambous K., Sophocleous C. (2019) On a Sequence of Higher-Order Nonlinear Diffusion-Convection Equations,  Journal of Physics: Conference Series 1194 012047.
  2. Charalambous K., Sophocleous C. (2018) Symmetry Analysis of a Third-Order Equation Arising from a General Class of Lotka-Volterra Chains, V. Dobrev (ed.),  Springer Proceedings in Mathematics & Statistics vol. 263."Quantum Theory and Symmetries with Lie Theory and Its Applications in Physics Volume 1", Springer.
  3. Charalambous K., Sophocleous C. (2018) Lie Symmetries of a System Arising in Plasma Physics, Mathematical Methods in the Applied Sciences 41 1331-1343 . 
  4. Charalambous K., Leach P.G.L. (2015) Algebraic Structures of Generalised Symmetries of nth-Order Scalar Ordinary Differential Equations of Maximal Lie Point Symmetry, Applied Mathematics and Information Sciences 9 1175-1180.
  5. Charalambous K., Sophocleous C. (2015) Symmetry Analysis for a Class of Nonlinear Dispersive Equations, Communications in Nonlinear Science and Numerical Simulation 22 1275-1287. 
  6. Charalambous K., Sophocleous C., O'Hara J., Leach P.G.L. (2015) A Deductive Approach to the Solution of the Problem of Optimal Pairs Trading from the Viewpoint of Stochastic Control with Time-dependent Parameters, Mathematical Methods in the Applied Sciences 38 4448-4460.
  7. Charalambous K., Vaneeva O.O., Sophocleous C. (2014) Group Classification of Variable Coefficient K(m,n) Equations, Journal of Geometry and Symmetry in Physics 33 79-90.
  8. Charalambous K., Sophocleous C., Leach P.G.L. (2013) Symmetry and Singularity Analyses of Some Equations of the Fifth- and Sixth-Order in the Spatial Variable Arising from the Modelling of Thin-Films, Communications in Nonlinear Science and Numerical Simulation 18 1949-1958.
  9. Charalambous K., Sophocleous C. (2013) Symmetry Properties for a Generalised Thin-Film Equation, Journal of Engineering Mathematics 82 109-124.