Списък на публикациите


  1. Y. Dimitrov. Higher-order numerical solutions of the fractional relaxation-oscillation equation using fractional integration.// ArXiv (submitted), 2016, No 1603.08733, pp. 1-34
  2. Y. Dimitrov. Approximations for the Caputo derivative (II).// ArXiv (submitted), 2016, No 1604.07188
  3. Y. Dimitrov. A second order approximation for the Caputo fractional derivative.// ArXiv (submitted), 2015, No 1502.00719, pp. 1-29
  4. Y. Dimitrov. A new method for numerical solution of the fractional relaxation and subdiffusion equations using fractional Taylor polynomials.// ArXiv (submitted), 2015, No 1503.02958, pp. 1-20
  5. Y. Dimitrov. Three-point compact approximation for the Caputo fractional derivative.// ArXiv (submitted), 2015, No 1510.01619, pp. 1-40
  6. Y. Dimitrov. Numerical approximations for fractional differential equations.// Journal of Fractional Calculus and Applications, 2014, No 5(3S), pp. 1-45, ISSN 2090-5858.
  7. Y. Dimitrov, G. Edgar. Eigenvalues of a self-differential operator.// International Journal of Pure and Applied Mathematics, 2009, No 52, pp. 87-115, ISSN 1311-8080. (SJR rank: 0.322 /2013, http://www.scimagojr.com)
  8. Y. Dimitrov, G. Edgar. Solutions of self-differential functional equations.// Real Analysis Exchange, 2007, No 32, pp. 29-54, ISSN 0147-1937. (SJR rank: 0.18 /2014, http://www.scimagojr.com)
  1. Y. Dimitrov, C. Giovine, G. Mango and M. Lauria. A combinatorial model for self-organizing networks. IN: IEEE International Parallel and Distributed Processing Symposium, Long Beach, CA, 2007, pp. 1-8, ISBN 1530-2075.
  2. Y. Dimitrov, L. Vulkov. Three-point compact finite difference scheme on non-uniform meshes for the time-fractional Black-Scholes equation. IN: , AIP Conf. Proc. 1690, 040022,, Sozopol, Bulgaria, 2015
  3. Y. Dimitrov, M. Lauria. A stochastic model for layered self-organizing complex systems. IN: Lecture Notes of the Institute for Computer Sciences, Social Informatics and Telecommunications Engineering, Shanghai, China, Springer, 2009, pp. 1495-1503, ISBN 1867-8211.