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Charles Sturt University
Charles Sturt University

Dr Dmitry Demskoy Dr Dmitry Demskoy

M.Ed. OSU, PhD RAS

Awarded M.Ed. from Oryol State University in 1997 and PhD from Institute of Mathematics Russian Academy of Sciences (Ufa Regional Centre, Russia). Worked as a Research Associate (UNSW, 2005-2007), Postdoctoral Fellow (Academia Sinica Taiwan, 2007-2008), Teaching Associate (Monash, UniMelb, 2009-2010; La Trobe, 2010), and Senior Research Assistant (La Trobe, 2010). Joined CSU as a lecturer in Mathematics and Statistics in 2011.

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Teaching Responsibilities

  • MTH135 Mathematics and Statistics in Health Sciences
  • SPA403 Algorithms in GIS & Modelling

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Research

Research Focus
  • Integrable Systems

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Selected Publications

  • M. Yu. Balakhnev, D. K. Demskoi, Auto-B├Ącklund transformations and superposition formulas for solutions of Drinfeld-Sokolov systems, Applied Mathematics and Computation, V 219 (2012). 3625–3637.
  • D. K. Demskoi and C-M. Viallet, Algebraic entropy for semi-discrete equations, J. Phys. A: Math. Theor. 45(2012) 352001.
  • D. K. Demskoi, D.T.Tran, P.H.van der Kamp, and G.R.W. Quispel, A novel n -th order difference equation that may be integrable, J. Phys. A: Math. Theor. 45 (2012) 135202.
  • D.K. Demskoi, Integrals of open 2D lattices. Theor. Math.  Phys., V 163(1), 466-471, 2010.
  • D.K. Demskoi, Jyh-Hao Lee, On non-Abelian Toda  $A_2^{(1)}$ model and related integrable hyperbolic systems. J. Math. Phys. V.  50, 123516, 2009. 
  • D.K. Demskoi and V.V.Sokolov, On recursion operators for  elliptic models. Nonlinearity, V 21, 1253-1264, 2008. 
  • A. Sergyeyev, D.K. Demskoi, The Sasa–Satsuma (complex  mKdV II) and the complex sine-Gordon II equation revisited: recursion  operators, nonlocal symmetries and more. J. Math. Phys. V. 48, 042702, 2007. 
  • D.K. Demskoi, On application of Liouville type equations  to constructing B├Ącklund transformations. J. Nonl. Math. Phys. V. 14, N 1,  147-156. 2007. 
  • D.K. Demskoi, V.G. Marikhin, and A.G. Meshkov, Lax  representations for triplets of two-dimensional scalar fields of the  chiral-type. Theor. Math. Phys. V. 148, N 2, 1034-1048. 2006. 
  • D.K. Demskoi and S.Ya. Startsev, On construction of  symmetries from the integrals of hyperbolic partial differential systems.  Journal of Mathematical Sciences. V. 136, N 6, 4378-4384, 2006
  • D.K. Demskoi, One class of Liouville-type systems. Theor.  Math. Phys. V. 141, N 2, 1509-1527. 2004. 
  • D.K. Demskoi and A.G. Meshkov, Zero-curvature  representation for a chiral-type three-field system. Inverse problems. 19.  563-571. 2003. 
  • D.K. Demskoi and A.G. Meshkov, Lax representation for a  triplet of scalar fields, Theor. Math. Phys. 2003. V. 134, N 3, 351-364.

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