School of Sciences and Humanities
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School of Sciences and Humanities
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Department of Mathematics
About
Faculty
BSc in Math
MSc in Applied Math
PhD in Math
Graduation Project
Research outputs
Alumni Career Paths
Announcements
Mathematics Department Research Outputs
All research projects of the department of mathematics can be seen here.
All research publications of the department of mathematics can be seen here.
Selected papers in Q1 journals (according to Scopus)

  1. Kassabek S. A.,Suragan D. A heat polynomials method for the two-phase inverse Stefan problem, Computational and Applied Mathematics, (2023), 42 (3):129.
  2. Kassabek S. A.,Suragan D. Two-phase inverse Stefan problems solved by heat polynomials method, Journal of Computational and Applied Mathematics, 421 (2023), 114854.
  3. A.A. Valido, A.J. Castro, Topological magnetoelectric response in passive magnetic devices, Phys. Rev. Appl. 20 (2023), 034034.
  4. A.J. Castro, A. Esfahani, L. Zhapsarbayeva, A note on the quartic generalized Korteweg-de Vries equation in weighted Sobolev spaces, Nonlinear Anal. 238 (2024), 113400.
  5. D. Wei, Y. A. Erlangga, G. Zhumakhanova, A finite element approach to the numerical solutions of Leland’s model, International Review of Economics & Finance, 89 (2023), 582-593. Impact factor: 4.77, Q1.
  6. D. Wei, A. Aniyarov, D. Zhang, C. Spitas, D. Nurakhmetov, A. Amrin, Kelvin-Voigt lumped parameter models for approximation of the Power-law Euler-Bernoulli beams, Alexandria Engineering Journal, Vol. 78, (2023) 246-255. Impact factor: 6.626, Q1.
  7. A. Esfahani,  A. Tesfahun: Well-posedness and analyticity of solutions for the sixth-order Boussinesq equation. Comm. Contemp. Math (2023), doi.org/10.1142/S0219199724500056



Selected Research Grants

  1. A. Kashkynbayev (PI) Nazarbayev University Collaborative Research Program Grant No 11022021CRP1509 for 2022-2024: “Synchronization analysis of shunting inhibitory cellular neural networks”.
  2. A. J. Castro (PI), 2022-2024 NU Faculty Development Competitive Research Grants Program (Id.  Num.: 11022021FD292): “Oscillatory Integrals and Partial Differential Equations”. USD 149,922.
  3. M.Mustafa(co-PI) with Ikechi Ukaegbu ,NU Collaborative Research Program for 2022-2024,”Development of AI-integrated Randomly Hopped LFM Photonic RADAR for Mitigating Interferences and Attackers in Autonomous Vehicles”
  4. Alejandro J. Castro (PI), 2023-2025 MHES Grant Funding on Scientific and Technical Projects (Id. Num.: AP19676408): “Analysis of dispersive nonlinear partial differential equations in weighted Sobolev spaces” . (KZT 25M)
  5. Alejandro J. Castro (co-PI), 2024-2025 NU Collaborative Research Project (Id. Num.: 20122022CRP1607): “Waves Interaction with CArbon Nanotubes - WICAN”.
  6. D. Wei (PI) et al, Design & Development of Multiphysics Algorithm for Polymer Sheet Processing Die Design, Faculty Development Grant, 021220FD4651, 2021-2023: US$150,000.00.
  7. Co-PI with Christa Spitas (PI) et al, Rapid Response Fixed Astronomical Telescope for Gamma Ray Burst Observation, Nazarbayev University Collaborative Research Grants Program, 20122022FD4126, 2020-2023: US$449,820.00.
  8.  Co-PI with Dichuan Zhang (PI) et al, Multi-layered Inertial Reactive Armour, MES Grant AP09259703, 2021-2023: US$140,000.
  9. Co-PI with Yong Zhao (PI) et al, High-fidelity concurrent multidisciplinary design optimization based on arbitrary hybrid turbulence modeling and fully coupled FSI, Faculty Development Grant, 20122022FD4126, 2023-2026: US$150,000.00.
  10. A. Tesfahun (PI): Faculty Development Competitive Research Grants Program 2022-2024,  (Ref. 11022021FD2929): US$100,000 “Nonlinear Partial Differential Equations in Material Science”.



Selected Q2 and Lower Ranking Journal/Conference Papers (according to Scopus and CORE)

  1. J.J. Betancor, A.J. Castro, M. De León-Contreras, The Hardy-Littlewood property and maximal operators associated with the inverse Gauss measure, Ann. Scuola Norm. Super. Pisa-Cl. Sci. 24 (2023), 551-597 (Q2)
  2. A.J. Castro, A. Israelsson, W. Staubach, M. Yerlanov, Estimates for evolutionary partial differential equations in classical function spaces, Forum Math. Sigma 11 (2023), 1-57(Q2)
  3. A.J. Castro, L. Zhapsarbayeva, Some local well posedness results in weighted Sobolev space H1/3 for the 3-KdV equation, JMMCS 120 (2023), 3–15.
  4. S. Batay, B. Kamalov, D. Zhangaskanov, Y. Zhao, D. Wei, T. Zhou, and X. Su, Adjoint-Based High-Fidelity Concurrent Aerodynamic Design Optimization of Wind Turbine, Fluids,  (2023) 8(3), 85. Impact Factor: 1.9, (Q2).
  5. M. Temirkhan, C. Spitas, D. Wei, A computationally robust solution to the contact problem of two rotating gear surfaces in space, Meccanica, 58 (2023), 2, 2455-2466.  (Q2)
  6. S.  Batay, A.  Baidullayeva, Y.  Zhao, D.  Wei, A.  Baigarina, E.  Sarsenov, Y.  Shabdan, Aerostructural Design Optimization of Wind Turbine Blades,  Processes, 12 (2023),1, 22. (Q2)
  7. B. Belayneh, G. Tegegn and A. Tesfahun: On the persistence of spatial analyticity for generalized KdV equation with higher-order dispersion. Mathematische Nachrichten (2023), 1-12 (Q2)
  8. T. Deneke, T. Dufera and A. Tesfahun: Dispersive estimates for linearized water wave type equations. Annales Henri Poincare 24, (2023), 3741–3761. (Q2)
  9. B. Belayneh, E. Tegegn and A. Tesfahun: Lower Bounds on the Radius of Spatial Analyticity of Solutions for KdV-BBM type Equations. Nonlinear Diff. Eq. and Appl.30, 47 (2023) (Q2)