welcome: please sign in
location: Publications

Previous years:















Journal papers

  1. Aisenberg, J, Bonet, M.L., Buss, S,, Crăciun, A., Istrate, G., Short proofs of the Kneser–Lovász coloring principle, Information and Computation, vol. 461(2), pp. 296-310, 2018.
  2. Argyros, I.K., Măruşter, S., Predetermining the number of periodic steps in multi-step Newton-like methods for solving equations and systems of equations, Applied Mathematics and Computation, 329, pp. 420-431, 2018
  3. Artinescu, I.M., Mafteiu-Scai, L.O., A Scratch Covering Algorithm Using Affine Projection Method, Mathematics in Computer Science, 12(2), pp. 235-246, 2018
  4. Balint, A.M., Balint, S., A 2D description of the single crystal thin plate growth from the melt by micro- Pulling- down method. Part 2, INCAS Bulletin 10(3), pp. 53-64, 2018
  5. Bonchiş, C., Kaslik, E., Roşu, F., HPC optimal parallel communication algorithm for the simulation of fractional-order systems, Journal of Supercomputing, pp. 1-12, 2018
  6. Carretero, J., Garcia-Blas, J., Antoniu, G., Petcu, D., New directions in mobile, hybrid, and heterogeneous clouds for cyberinfrastructures, Future Generation Computer Systems, 87, pp. 615-617, 2018
  7. Drăgan, I., Selea, T., Fortiş, T.-F., Towards the integration of a HPC build system in the cloud ecosystem, Advances in Intelligent Systems and Computing 611, pp. 916-925, 2018
  8. Gravvanis, G.A., Morrison, J.P., Petcu, D., Lynn, T., Filelis-Papadopoulos, C.K., Special Issue: Recent trends in cloud computing, Future Generation Computer Systems 79, pp. 700-702, 2018
  9. Kaslik, E., Neamtu, M., Stability and Hopf bifurcation analysis for the hypothalamic-pituitary-adrenal axis model with memory, Mathematical Medicine and Biology, 35(1), pp. 49-78, 2018
  10. Kaslik, E., Neamţu, M., Stability and Hopf bifurcation analysis of a 4-dimensional hypothalamic-pituitary-adrenal axis model with distributed delays, Mathematical Methods in the Applied Sciences, article in press, 2018
  11. Măruşter, Ş., Măruşter, L., Sharp estimation of local convergence radius for the Picard iteration, Journal of Fixed Point Theory and Applications 20(1),28
  12. Măruşter, Ş., Măruşter, L., On the problem of starting points for iterative methods, Numerical Algorithms, article in press, 2018
  13. Onchis, D.M., Zappalà, S., Realizable algorithm for approximating Hilbert–Schmidt operators via Gabor multipliers, Journal of Computational and Applied Mathematics 337, pp. 119-124, 2018
  14. Onchis, D., Zappalà, S., Stability of spline-type systems in the Abelian case, Symmetry 10(1),7, 2017
  15. Popa, C.-A., Kaslik, E., Multistability and multiperiodicity in impulsive hybrid quaternion-valued neural networks with mixed delays, Neural Networks 99, pp. 1-18, 2018
  16. Pungila, C., Negru, V., FAST: A high-performance architecture for heterogeneous big data forensics, Advances in Intelligent Systems and Computing, 649, pp. 618-627, 2018

Conference papers

Publications (last edited 2019-01-15 12:03:49 by DanielaZaharie)