Dr Dmitry Demskoy
M.Ed. OSU, PhD RAS
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PositionLecturer in Mathematics
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CampusWagga Wagga
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Location001/311
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Phone/Fax02 6933 2704
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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.
Teaching Responsibilities
- MTH135 Mathematics and Statistics in Health Sciences
- SPA403 Algorithms in GIS & Modelling
Selected Publications
- 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 Bäcklund 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.
