Các công trình Khoa học năm 2018

  1. Dang Duc Trong and Cao Xuan Phuong, Deconvolution of a cumulative distribution function with some non-standard noise densitiesVietnam Journal of Mathematics, 2018 (Accepted).
  2. Nguyen Anh Dao, Jesus Ildefonso Díaz, Quoc-Hung Nguyen, Generalized Gagliardo–Nirenberg inequalities using Lorentz spaces, BMO, Hölder spaces and fractional Sobolev spacesNonlinear Analysis, Vol. 173 (2018), pp. 146–153.
  3. Nguyen Tuan Duy, Nguyen Anh Dao, Blow-up of solutions to singular parabolic equations with nonlinear sources,  Electronic Journal of Differential Equations, Vol. 2018, No. 48 (2018), pp. 1–12.
  4. Dao Nguyen Anh, Nguyen Van Bay, and Dang Phuoc Tan, A quenching result of weak solutions of semi-linear parabolic equationsAnnals of the University of Craiova - Mathematics and Computer Science Series, Vol. 45, No. 2 (2018), pp. 223-227.
  5. Nguyen Anh Dao, Nguyen Ngoc Trong, Le Xuan Truong, Besov-Morrey spaces associated with Hermite operators and applications to fractional Hermite equationsElectron. J. Differential Equations, Vol. 2018 (2018), No. 187, pp. 1-14.
  6. Thong, D. V., & Van Hieu, D. (2018). Modified subgradient extragradient method for variational inequality problemsNumerical Algorithms79(2), 597-610.
  7. Thong, D. V., & Van Hieu, D. (2018). Inertial extragradient algorithms for strongly pseudomonotone variational inequalitiesJournal of Computational and Applied Mathematics341, 80-98.
  8. Thong, D. V., & Van Hieu, D. (2018). A new approximation method for finding common fixed points of families of demicontractive operators and applications. Journal of Fixed Point Theory and Applications20(2), 73.
  9. Van Hieu, D., & Viet Thong, D. (2018). A new projection method for a class of variational inequalitiesApplicable Analysis, 1-17.
  10. Chuong, N. M., Hong, N. T., & Hung, H. D. (2018). Bounds of weighted multilinear Hardy-Cesàro operators in p-adic functional spacesFrontiers of Mathematics in China13(1), 1-24.
  11. Huy, N. B., Binh, T. T., & Tri, V. V. (2018). The monotone minorant method and eigenvalue problem for multivalued operators in conesFixed Point Theory19(1), 275-286.
  12. Vo, H. H., & Kim, S. (2018). Convex integration for scalar conservation laws in one space dimensionSIAM Journal on Mathematical Analysis50(3), 3122-3146.
  13. Khan, I., Shah, N. A., Nigar, N., & Mahsud, Y. (2018). MHD mixed convection Poiseuille flow in a porous medium: New trends of Caputo time fractional derivatives in heat transfer problems⋆. The European Physical Journal Plus133(8), 299.
  14. Saqib, M., Khan, I., & Shafie, S. (2018). Application of Atangana–Baleanu fractional derivative to MHD channel flow of CMC-based-CNT's nanofluid through a porous mediumChaos, Solitons & Fractals116, 79-85.
  15. Khan, Z., Rasheed, H. U., Tlili, I., Khan, I., & Abbas, T. (2018). Runge-Kutta 4th-order method analysis for viscoelastic Oldroyd 8-constant fluid used as coating material for wire with temperature dependent viscosityScientific reports8.
  16. Asif, M., Haq, S. U., Islam, S., Khan, I., & Tlili, I. (2018). Exact solution of non-Newtonian fluid motion between side wallsResults in Physics11, 534-539.
  17. Ali, F., Khan, I., Sheikh, N. A., Gohar, M., & Tlili, I. (2018). Effects of Different Shaped Nanoparticles on the Performance of Engine-Oil and Kerosene-Oil: A generalized Brinkman-Type Fluid model with Non-Singular KernelScientific reports8(1), 15285.
  18. Taniguchi, N., Phuong, T. T., Dung, N. T., & An, T. N. (2018). Topics on sequentially Cohen-Macaulay modulesJournal of Commutative Algebra10(2), 295-304.
  19. Anh, P. N., & Phuong, N. X. (2018). A parallel extragradient-like projection method for unrelated variational inequalities and fixed point problemsJournal of Fixed Point Theory and Applications20(2), 74.
  20. Nguyen, A. T., Luu, V. C. H., Nguyen, H. L., Nguyen, H. T., & Nguyen, V. T. (2018). Identification of source term for the Rayleigh‐Stokes problem with Gaussian random noiseMathematical Methods in the Applied Sciences41(14), 5593-5601.
  21. Tuan, N. H., Van Au, V., Can, N. H., & Kirane, M. (2018). Final-value problem for a weakly-coupled system of structurally damped wavesElectronic Journal of Differential Equations2018(149), 1-23.
  22. Chieu, N. H., Hien, L. V., & Nghia, T. T. (2018). Characterization of tilt stability via subgradient graphical derivative with applications to nonlinear programmingSIAM Journal on Optimization28(3), 2246-2273.
  23. Van Hieu, D. (2018). An inertial-like proximal algorithm for equilibrium problemsMathematical Methods of Operations Research88(3), 399-415.
  24. Hieu, D. V., Cho, Y. J., & Xiao, Y. B. (2018). Modified extragradient algorithms for solving equilibrium problemsOptimization67(11), 2003-2029.
  25. Van Hieu, D., & Strodiot, J. J. (2018). Strong convergence theorems for equilibrium problems and fixed point problems in Banach spacesJournal of Fixed Point Theory and Applications20(3), 131.
  26. Dang, V. H. (2018). MODIFIED SUBGRADIENT EXTRAGRADIENT ALGORITHM FOR PSEUDOMONOTONE EQUILIBRIUM PROBLEMSBulletin of the Korean Mathematical Society55(5), 1503-1521.
  27. Huy Tuan, N., Lesnic, D., Quoc Viet, T., & Van Au, V. (2018). Regularization of the semilinear sideways heat equationIMA Journal of Applied Mathematics84(2), 258-291.
  28. Toan, P. T., Kim, H. K., & Kim, J. (2018). Improved linear programming bound on sizes of doubly constant-weight codesFinite Fields and Their Applications54, 230-252.
  29. Agaie, B. G., Khan, I., Yacoob, Z., & Tlili, I. (2018). A novel technique of reduce order modelling without static correction for transient flow of non-isothermal hydrogen-natural gas mixtureResults in Physics10, 532-540.
  30. Sheikholeslami, M., Khan, I., & Tlili, I. (2018). Non-equilibrium model for nanofluid free convection inside a porous cavity considering Lorentz forcesScientific reports8(1), 16881.
  31. Thong, D. V., & Cho, Y. J. A strong convergence theorem for Tseng’s extragradient method for solving variational inequality problemsOptimization Letters, 1-19.
  32. Park, M. H., Kang, B. G., & Toan, P. T. (2018). Dedekind–Mertens lemma and content formulas in power series ringsJournal of Pure and Applied Algebra222(8), 2299-2309.
  33. Saqib, M., Khan, I., & Shafie, S. (2018). Natural convection channel flow of CMC-based CNTs nanofluidThe European Physical Journal Plus133(12), 549.
  34. Khan, Z., Rasheed, H. U., Alkanhal, T. A., Ullah, M., Khan, I., & Tlili, I. (2018). Effect of magnetic field and heat source on Upper-convected-maxwell fluid in a porous channelOpen Physics16(1), 917-928.
  35. Khan, Z., Rasheed, H. U., Ullah, M., Khan, I., Alkanhal, T. A., & Tlili, I. (2018). Shooting method analysis in wire coating withdrawing from a bath of Oldroyd 8-constant fluid with temperature dependent viscosityOpen Physics16(1), 956-966.
  36. Tuan, N. H., Debbouche, A., & Ngoc, T. B. (2018). Existence and regularity of final value problems for time fractional wave equationsComputers & Mathematics with Applications.
  37. Thong, D. V., & Van Hieu, D. (2018). New extragradient methods for solving variational inequality problems and fixed point problemsJournal of Fixed Point Theory and Applications20(3), 129.
  38. Thong, D. V., & Van Hieu, D. (2018). Modified Tseng’s extragradient algorithms for variational inequality problemsJournal of Fixed Point Theory and Applications20(4), 152.
  39. Gibali, A., & Thong, D. V. (2018). Tseng type methods for solving inclusion problems and its applicationsCalcolo55(4), 49.
  40. Thong, D. V., & Van Hieu, D. (2018). Some extragradient-viscosity algorithms for solving variational inequality problems and fixed point problemsNumerical Algorithms, 1-29.
  41. Vo, N. T., Grasegger, G., & Winkler, F. (2018). Deciding the existence of rational general solutions for first-order algebraic ODEsJournal of Symbolic Computation87, 127-139.
  42. Dao, N. A., Trong, N. N., & Truong, L. X. (2018). Besov-Morrey spaces associated with Hermite operators and applications to fractional Hermite equationsElectronic Journal of Differential Equations.
  43. Chu, K. D., Hai, D. D., & Shivaji, R. (2018). Positive solutions for a class of non-cooperative pq-Laplacian systems with singularitiesApplied Mathematics Letters85, 103-109.
  44. Shah, Z., Dawar, A., Islam, S., Khan, I., & Ching, D. L. C. (2018). Darcy-Forchheimer flow of radiative carbon nanotubes with microstructure and inertial characteristics in the rotating frameCase studies in thermal engineering12, 823-832.
  45. Huy, D. Q., & Ky, L. D. John–Nirenberg Type Inequalities for Musielak–Orlicz Campanato Spaces on Spaces of Homogeneous TypeVietnam Journal of Mathematics, 1-16.
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