Dr Georgi Grahovski

Gerdjikov, VS., Grahovski, GG. and Ivanov, RI., (2017). On integrable wave interactions and Lax pairs on symmetric spaces. Wave Motion. 71, 53-70

Gerdjikov, VS., Grahovski, GG. and Ivanov, RI., (2016). The N-wave equations with PT symmetry. Theoretical and Mathematical Physics. 188 (3), 1305-1321

Grahovski, GG., Konstantinou-Rizos, S. and Mikhailov, AV., (2016). Grassmann extensions of Yang–Baxter maps. Journal of Physics A: Mathematical and Theoretical. 49 (14), 145202-145202

Grahovski, GG., Konstantinou-Rizos, S. and Mikhailov, AV., (2016). Grassmann extensions of Yang?Baxter maps. Journal of Physics A: Mathematical and Theoretical. 49 (14), creators-Grahovski=3AGeorgi_G=3A=3A

Grahovski, GG., Mikhailov, AV. and Konstantinou-Rizos, S., (2015). A non-commutative extension of the Adler-Yamilov Yang-Baxter map. Bull. Chechen State University. 17, 33-39

Grahovski, GG. and Mikhailov, AV., (2013). Integrable discretisations for a class of nonlinear Schrödinger equations on Grassmann algebras. Physics Letters A. 377 (45-48), 3254-3259

Grahovski, GG. and Mikhailov, AV., (2013). Integrable discretisations for a class of nonlinear Schr�dinger equations on Grassmann algebras. Physics Letters A. 377 (45-48), 3254-3259

Grahovski, GG., (2012). The generalised Zakharov–Shabat system and the gauge group action. Journal of Mathematical Physics. 53 (7), 073512-073512

Gerdjikov, V., Grahovski, G. and Ivanov, R., (2012). On the integrability of KdV hierarchy with self-consistent sources. Communications on Pure and Applied Analysis. 11 (4), 1439-1452

Gerdjikov, V., Grahovski, G. and Mikhailov, A., (2012). On Soliton Interactions for the Hierarchy of a Generalised Heisenberg Ferromagnetic Model on Symmetric Space. Journal of Geometry and Symmetry in Physics. 25 (MARCH), 23-55

Grahovski, GG., (2012). The generalised Zakharov?Shabat system and the gauge group action. Journal of Mathematical Physics. 53 (7), creators-Grahovski=3AGeorgi_G=3A=3A

Gerdjikov, VS., Grahovski, GG., Mikhailov, AV. and Valchev, TI., (2011). Rational bundles and recursion operators for integrable equations on A.III-type symmetric spaces. Theoretical and Mathematical Physics. 167 (3), 740-750

Gerdjikov, VS., (2011). Polynomial Bundles and Generalised Fourier Transforms for Integrable Equations on A.III-type Symmetric Spaces. Symmetry, Integrability and Geometry: Methods and Applications. 7, 48-

Gerdjikov, VS., Grahovski, GG., Mikhailov, AV. and Valchev, T., (2011). Polynomial Bundles and Generalised Fourier Transforms for Integrable Equations on A.III-type Symmetric Spaces. Symmetry, Integrability and Geometry: Methods and Applications. 7, creators-Grahovski=3AGeorgi_G=3A=3A

Gerdjikov, VS., (2010). Multi-Component NLS Models on Symmetric Spaces: Spectral Properties versus Representations Theory. Symmetry, Integrability and Geometry: Methods and Applications. 6, 29-

Gerdjikov, VS. and Grahovski, GG., (2010). Multi-Component NLS Models on Symmetric Spaces: Spectral Properties versus Representations Theory. Symmetry, Integrability and Geometry: Methods and Applications. 6, creators-Grahovski=3AGeorgi_G=3A=3A

Grahovski, G. and Ivanov, R., (2009). Generalised Fourier transform and perturbations to soliton equations. Discrete & Continuous Dynamical Systems - B. 12 (3), 579-595

Grahovski, GG. and Condon, M., (2008). On the Caudrey-Beals-Coifman System and the Gauge Group Action. Journal of Nonlinear Mathematical Physics. 15 (supplement 3), 197-197

Atanasov, VA., Gerdjikov, VS., Grahovski, GG. and Kostov, NA., (2008). Fordy-Kulish model and spinor Bose-Einstein condensate. Journal of Nonlinear Mathematical Physics. 15 (3), 291-291

Condon, M., Grahovski, GG. and Deschrijver, D., (2008). Causal and stable reduced-order model for linear high-frequency systems. Electronics Letters. 44 (14), creators-Grahovski=3AGeorgi_G=3A=3A

Grahovski, GG. and Condon, M., (2008). On the Caudrey-Beals-Coifman System and the Gauge Group Action. Journal of Nonlinear Mathematical Physics. 15 (sup3), 197-208

Condon, M., Grahovski, G. and Deschrijver, D., (2008). Causal and stable reduced-order model for linear high-frequency systems. Electronics Letters. 44 (14), 843-843

Gerdjikov, VS., (2006). Real Hamiltonian Forms of Affine Toda Models Related to Exceptional Lie Algebras. Symmetry, Integrability and Geometry: Methods and Applications. 2, 11-

Gerdjikov, VS. and Grahovski, GG., (2005). On Reductions and Real Hamiltonian Forms of Affine Toda Field Theories. Journal of Nonlinear Mathematical Physics. 12 (Supplement 2), 155-155

Gerdjikov, VS., Grahovski, GG. and Kostov, NA., (2002). On N-wave type systems and their gauge equivalent. The European Physical Journal B - Condensed Matter. 29 (2), 243-248

Gerdjikov, VS., Grahovski, GG. and Kostov, NA., (2001). Reductions ofN-wave interactions related to low-rank simple Lie algebras: I. ℤ₂-reductions. Journal of Physics A: Mathematical and General. 34 (44), 9425-9461

Gerdjikov, VS., Grahovski, GG., Ivanov, RI. and Kostov, NA., (2001). N -wave interactions related to simple Lie algebras. ℤ ₂ -reductions and soliton solutions. Inverse Problems. 17 (4), 999-1015

Condon, M. and Grahovski, GG., (2009). A parametric macromodelling technique

Condon, M. and Grahovski, GG., (2008). On Stability And Model Order Reduction Of Perturbed Nonlinear Neural Networks

Kostov, NA., Atanasov, VA., Gerdjikov, VS. and Grahovski, GG., (2007). <title>On the soliton solutions of the spinor Bose-Einstein condensate</title>

Condon, M., Grahovski, G. and Ivanov, R., (2007). Balanced Truncation Of Perturbative Representations Of Nonlinear Systems

Gerdjikov, VS., Grahovski, GG. and Kostov, NA., (2005). Multicomponent NLS-Type Equations on Symmetric Spaces and Their Reductions

Gerdjikov, VS. and Grahovski, GG., (2004). On the multi-component NLS type systems and their gauge equivalent: Examples and reductions

Grahovski, GG., Gerdjikov, VS., Kostov, NA. and Atanasov, VA., (2006). New Integrable Multi-Component NLS Type Equations on Symmetric Spaces: Z_4 and Z_6 Reductions

Gerdjikov, VS. and Grahovski, GG., (2000). Reductions and real forms of Hamiltonian systems related to N-wave type equations