90. Phan Quoc Khanh, Nguyen Minh Tung, Some results of Karush-Kuhn-Tucker multipliers in robust semi-infinite multiobjective optimization, Numerical Functional Analysis and Optimization, 2026, doi.org/10.1080/01630563.2026.2643726
89. Phan Quoc Khanh, Tran Tuan Minh, On projectional subdifferentials and projectional coderivatives with respect to smooth manifolds. Optim. Theory Appl.208 (2026), no. 3,Paper No. 113, 28 pp.
88. Huynh Thi Hong Diem, Phan Quoc Khanh, Approximations of quasi-variational inequalities and traffic networks. A view from variational convergence, Set-Valued and Variational Analysis, Vol. 3, no. 3, 2026
87. Lam Quoc Anh, Tran Quoc Duy, Phan Quoc Khanh, Well-posedness of vector optimistic and robust optimization problems, Annals of Operations Research, Ann. Oper. Res., Vol. 358 (2026), no. 1,1–22, 2026
86. Hantoute, A., Kruger, A.Y. & López, M.A. Optimality Conditions and Subdifferential Calculus for Infinite Sums of Functions. J Optim Theory Appl208, 88 (2026)
85. Hantoute, A., Kruger, A.Y.& López, M.A. Strong Duality in Infinite Convex Optimization.Appl Math Optim93, 68 (2026)
84. A.Y. Kruger,S. Plubtieng, T. Seangwattana, Corrigendum to: “Borwein–Preiss variational principle revisited” [J. Math. Anal. Appl. 435 (2016) 1183–1193], Vol.557(1), 2026
83. P.T. Toan, P.T. Tri and T.N. Vo, Valuations on power series rings in an arbitrary set of indeterminates, J. Algebra Appl., Vol. 25, No. 02, 2550335 (2026)
82. K. Le, Boris S. Mordukhovich, M. Théra (2026) Compact R-Continuity with Applications to Solving Inclusions and Convergence of Algorithms, Set-Valued Var. Anal, Volume 34, article number 13.
81. K. Le, M. Théra (2026) Explicit Convergence Rate of the Proximal Point Algorithm under R-Continuity, Evolution Equations and Control Theory. Vol 17, 93-105
80. David Krejčiřík, Tho Nguyen Duc, and Nicolas Raymond, The Laplacian with Complex Magnetic Fields, SIAM Journal on Mathematical Analysis58(1) (2026), 66–91. DOI: 10.1137/24M1703628
79. Mai Van Duy, Phan Quoc Khanh,Nguyen Minh Tung, Optimality conditions and duality in nonsmooth adjustable robust optimization problems, J. Optimization Theory and Applications, Vol.207, article number 56, 2025 (ISI, Q1)
78. Nguyen Xuan Duy Bao, Phan QuocKhanh, Nguyen Minh Tung, Second-order set-valued directional derivatives of the marginal map in parametric vector optimization problems. Optim. Theory Appl.204 (2025), no. 3, Paper No. 45, 20 pp.
77. Cuong, N.D., Kruger, A.Y., Sequential extremal principle and necessary conditions for minimizing sequences, (2025). https://doi.org/10.1080/02331934.2025.2534122
76. Cuong, N.D., Kruger, A.Y., Generalized separation of collections of sets, (2025).https://doi.org/10.1080/02331934.2025.2562434
75. Cuong, N.D., Kruger, A.Y.& Thao, N.H.,Extremality of Families of Sets and Set-Valued Optimization. Set-Valued Var. Anal 33, 21 (2025).
74. L.T.N. Giau, B.G. Kang and P.T. Toan, Height of prime ideals of the form P[[X]], Comm. Algebra., Vol 53 (9), 2025
73. L.T.N. Giau, P.T. Toanand T.N. Vo, N-prime elements and the primality of x− α in D⟦x⟧, Comm. Algebra 53 (2025), no. 1, 233-241
72. Adly, B. K. Le(2025) New General Fixed-Point Approach to Compute the Resolvent of Composite Operators, Optimization. https://doi.org/10.1080/02331934.2025.2559890
71. K. Le, M. N. Dao, M. Théra (2025) Solving Non-Monotone Inclusions Using Monotonicity of Pairs of Operators, J Optim Theory Appl, Vol 207, article number 18
70. Adly, S., Huang, J., Le, B. K. (2025). Sliding mode observers for set-valued Lur’e systems with uncertainties beyond observational range, Communications in Nonlinear Science and Numerical Simulation, 140 (1), 108325
69. Boonrod Yuttanan, Mohsen Razzaghi, Thieu N. Vo. Bell Wavelet Method for Solving Fredholm-Volterra Integro-Differential Equations. Mathematical Methods of the Applied Science. Online in November 2025.
68. Elad Paran, Thieu N. Vo. Noether’s normalization in skew polynomial rings. Journal of Pure and Applied Algebra, Volume 229, Issue 11, November 2025, 108101.
67. Tuan A. Nguyen, Vu A. Le, Thieu N. Vo. Testing isomorphism of complex Lie algebras. Communications in Algebra. Online in September 2025
66. Hai Q. Dinh, Hieu V. Ha, Bac T Nguyen, Thieu N. Vo. A New Family of AMDS Symbol-pair Constacyclic Codes of Length 4p and Symbol-pair Distance 9. Designs, Codes and Cryptography, 93(2025)2333-2347.
65. Elad Paran, Thieu N. Vo. A skew Newton-Puiseux Theorem. Israel Journal of Mathematics. Online in December 2025.
64. Lyonell Boulton, David Krejčiřík, and Tho Nguyen Duc, Spectral analysis of Dirac operators for dislocated potentials with a purely imaginary jump, Journal of Spectral Theory15(3) (2025), 1167–1239. DOI: 10.4171/JST/567
63. David Krejčiřík, Tho Nguyen Duc, and Nicolas Raymond, Abrupt changes in the spectra of the Laplacian with constant complex magnetic field, Communications in Contemporary Mathematics27(9) (2025), 2550090. DOI: 10.1142/S0219199725500907
62. Diem, H. T. H., Khanh, P. Q.,(2024) Global approximations of vector optimization problems in terms of variational convergence, J. Optimization Theory and Applications, vol 203, 83-110.
61. Anh, P. N., Khanh, P. Q., Truong, N. D., (2024) A relaxed projection method for solving bilevel variational inequality problems, Optimization, onlinefirst, org/10.1080/02331934.2024.2354456
60. Diem, H. T. H., Khanh, P. Q., (2024) Approximations of Quasi-Equilibria and Nash Quasi-Equilibria in Terms of Variational Convergence, Set-Valued and Variational Analysis, Vol. 32, paper no. 1
59. Fabian, M., Kruger, A. Y., Mehlitz, P., (2024) Fuzzy multiplier, sum and intersection rules in non-Lipschitzian settings: Decoupling approach revisited, Journal of Mathematical Analysis and Applications, 532, no. 2, art. no. 127985
58. Toan, P. T., Tri, P. T., & Vo, T. N. (2024). Valuations on power series rings in an arbitrary set of indeterminates. Journal of Algebra and Its Applications, online ready.
57. Giau, L. T. N., & Toan, P. T.(2024). Almost strong finite type rings and Krull dimension of power series ring extensions from sequences. Journal of Algebra and Its Applications, 23(11), 2450178.
56. Giau, L. T. N., Toan, P. T., & Vo, T. N. (2024). N-prime elements and the primality of x− α in D⟦x⟧. Communications in Algebra, 1-9.
55. Adly, S., Cojocaru, M. G., Le, B. K.(2024). State-Dependent Sweeping Processes: Asymptotic Behavior and Algorithmic Approaches, J Optim Theory Appl. Vol 202, 932-948
54. Le, B. K.(2024). R-Continuity with Applications to Convergence Analysis of Tikhonov Regularization and DC Programming, Journal of Convex Analysis, 31 (1), 243-254
53. Paran, E., & Vo, T. N.(2024). Generic freeness of modules over non-commutative domains. Journal of Algebra, 641, 735-753.
52. Dinh, H. Q., Ha, H. V., Nguyen, N. T., Tran, N. T., & Vo, T. N.(2024). Hamming distances of constacyclic codes of length 7ps over Fpm. Finite Fields and Their Applications, 96, 102420.
51. Trang, T. N. A., Ngo, K. N., Sonnery, H., Vo, T., Ravanbakhsh, S., & Hy, T. S. (2024). Scalable Hierarchical Self-Attention with Learnable Hierarchy for Long-Range Interactions. Transactions on Machine Learning Research.
50. Yuttanan, B., Razzaghi, M., & Vo, T. N.(2024). An efficient wavelet method for the time‐fractional Black–Scholes equations. Mathematical Methods in the Applied Sciences.
49. Dinh, H. Q., Ha, H. V., Nguyen, B. T., & Vo, T. N.(2024). Two new classes of AMDS symbol-pair cyclic codes of length 4 p. Journal of Applied Mathematics and Computing, 1-15.
48. Khanh, P. Q., Tung, L. T., (2023) On optimality conditions and duality for multiobjective optimization with equilibrium constraints, Positivity, Vol.27, paper no. 49
47. Bednarczuk, E., Luc, D. T., Kruger, A. Y., Martínez-Legaz, J. E., Tammer, C., Yen, N. D., (2023) EDITORIAL: Special issue dedicated to the 75th birthday of professor Phan Quoc Khanh, Optimization, 72 no. 1, 1-7
46. Gfrerer, H., Kruger, A. Y., (2023) Radius theorems for subregularity in infinite dimensions, Computational Optimization and Applications, 86 , no. 3, 1117-1158
45. Gfrerer, H., Kruger, A. Y., (2023) The radius of metric regularity revisited, Set-Valued and Variational Analysis, 31 , no. 3, art. no. 20
44. Giau, L. T. N., & Toan, P. T.(2023). Power series over integral domains of Krull type. Journal of Algebra and Its Applications, 22(07), 2350155.
43. Adly, S., Le, B. K.(2023). Sliding Mode Observer for Set-valued Lur’e Systems and Chattering Removing, Nonlinear Analysis: Hybrid Systems, Vol. 50, November 2023, 101406 (ISI)
42. Le, B. K.,Théra, M. (2023). On a new simple algorithm to compute the resolvents, Optimization Letters, 17, pages 1271–1277
41. Le, V. A., Nguyen, T. A., Nguyen, T. T., Nguyen, T. T., & Vo, T. N.(2023). Classification of 7-dimensional solvable Lie algebras having 5-dimensional nilradicals. Communications in Algebra, 51(5), 1866-1885.
40. Ngo, H. T., Razzaghi, M., & Vo, T. N.(2023). Fractional-order Chelyshkov wavelet method for solving variable-order fractional differential equations and an application in variable-order fractional relaxation system. Numerical Algorithms, 92(3), 1571-1588.
39. Yuttanan, B., Razzaghi, M., & Vo, T. N.(2023). Fractional-order generalized Legendre wavelets and their applications to fractional Riccati differential equations. International Journal of Nonlinear Sciences and Numerical Simulation, 24(1), 57-69.
38. Vo, T. N.,Razzaghi, M., & Mihai, I. (2023). An approximate solution for variable‐order fractional optimal control problem via Müntz‐Legendre wavelets with an application in epidemiology. Mathematical Methods in the Applied Sciences, 46(13), 13645-13660.
37. Paran, E., & Vo, T. N.(2023). A skew Newton-Puiseux Theorem. Israel Journal of Mathematics.
36. Hai, L. P., Khanh, P. Q., (2022) Antoine Soubeyran, General versions of the Ekeland variational principle. Ekeland points and stop and go dynamics, J. Optimization Theory and Applications, 195, no. 1,347–373, 2022
35. Diem, H. T. H., Jafari, S., Khanh, P. Q., (2022) Sirous Moradi, Conditions for solutions, their globality and their duality relations in vector optimization with relaxed quasiconvexity, Positivity, Vol. 26, no. 3,paper no. 51
34. Bao, N. X. D., Khanh, P. Q., Tung, N. M., (2022) Quasi-contingent derivatives and studies of higher-orders in nonsmooth optimization, J. Global Optimization, Vol. 84, no. 1, 205-228
33. Bao, N. X. D., Khanh, P. Q., Tung, N. M., (2022) On necessary optimality conditions with higher-order complementarity slackness for set-valued optimization problems, Set-Valued and Variational Analysis, Vol. 30, no. 2, 465–486 (ISI)
32. Khanh, P. Q., Quan, N. H., (2022) A unified study of existence theorems in topologically based settings and applications in optimization, Optimization, Vol. 71, no. 9, 2547–2569
31. Bagirov, A. M., Burachik, R. S., Kruger, A. Y., Martínez-Legaz, J. E., Yang, X. Q., (2022) EDITORIAL: Special issue dedicated to the 80th birthday of professor Alexander Rubinov, Optimization 71 no. 4, 775-778
30. Hoa, T. B., Burachik, R. S., Kruger, A. Y., Yost, D. T., (2022) Zero duality gap conditions via abstract convexity, Optimization: A Journal of Mathematical Programming and Operations Research 71, no. 4, 811-847
29. Hoa, T. B., Kruger, A. Y., (2022) Necessary conditions for non-intersection of collections of sets Journal, Optimization 71, no. 1, 165-196
28. Cuong, N. D., Kruger, A. Y., (2022) Error bounds revisited, Optimization: 71, no. 4, 1021-1053
27. Kruger, A. Y., López, M. A., Yang, X. Q., Zhu, J., (2022) Isolated calmness and sharp minima via Hölder graphical derivatives, Set-Valued and Variational Analysis 30, no. 4, 1423-1441
26. Kruger, A. Y., Mehlitz, P., (2022) Optimality conditions, approximate stationarity, and applications – a story beyond Lipschitzness, ESAIM: Control, Optimisation and Calculus of Variations 28, Article Number 42
25. Chang, G. W., & Toan, P. T.(2022). Polynomial and power series ring extensions from sequences. Journal of Algebra and Its Applications, 21(03), 2250048.
24. Chang, G. W., & Toan, P. T.(2022). Twisted Polynomial and Power Series Rings. Bulletin of the Iranian Mathematical Society, 1-18.
23. Vo, T. N., Razzaghi, M., & Toan, P. T.(2022). Fractional-order generalized Taylor wavelet method for systems of nonlinear fractional differential equations with application to human respiratory syncytial virus infection. Soft Computing, 26(1), 165-173.
22 Giau, L. T. N., Toan, P. T., & Vo, T. N. (2022). Dedekind–Mertens Lemma for Power Series in an Arbitrary Set of Indeterminates. Vietnam Journal of Mathematics, 1-14.
21. Le, B. K., (2022). Sliding mode observers for time-dependent set-valued Lur'e systems subject to uncertainties, J Optim Theory Appl, 194, 290–305
20. Ngo, H. T., Vo, T. N., & Razzaghi, M. (2022). An effective method for solving nonlinear fractional differential equations. Engineering with Computers, 38(Suppl 1), 207-218
19. Razzaghi, M., & Vo, T. N.(2022). Numerical solutions for distributed-order fractional optimal control problems by using Müntz–Legendre wavelets. Proceedings of the Royal Society A, 478(2258), 20210617.
18. Falkensteiner, S., Zhang, Y., & Vo, T. N.(2022). On existence and uniqueness of formal power series solutions of algebraic ordinary differential equations. Mediterranean Journal of Mathematics, 19(2), 74.
17 Le, V. A., Cao, H. T., Duong, H. Q., Nguyen, T. A., & Vo, T. N.(2022). On the problem of classifying solvable Lie algebras having small codimensional derived algebras. Communications in Algebra, 50(9), 3775-3793.
16. Ovchinnikov, A., Pogudin, G., & Vo, T. N. (2022). Bounds for elimination of unknowns in systems of differential-algebraic equations. International Mathematics Research Notices, 2022(16), 12342-12377.
15. Anh, L. Q., Khanh, P. Q.,Van, D. T. M., (2021) On well-posedness for perturbed quasi-equilibrium and quasi-optimization problems, Numerical Functional Analysis and Optimization, Vol. 42, no. 5, 583-607
14. Anh, L. Q., Duy, T. Q., Khanh, P. Q., (2021) Levitin-Polyak well-posedness for equilibrium problems with the lexicographic order, Positivity, Vol. 25, no. 4, 1323–1349
13. Abbasi, M., Kruger, A. Y., Théra, M. A., (2021) Gateaux differentiability revisited, Applied Mathematics & Optimization 84, no. 3, 3499-3516
12 Abbasi, M., Kruger, A. Y., Théra, M. A., (2021) Enlargements of the Moreau-Rockafellar subdifferential, Set-Valued and Variational Analysis 29, no. 3, 701-719
11. Cuong, N. D., Kruger, A. Y., (2021) Uniform regularity of set-valued mappings, Journal of Nonsmooth Analysis and Optimization 2, 6599
10. Cuong, N. D., Kruger, A. Y., (2021) Primal necessary characterizations of transversality properties, Positivity 25, no. 2, 531-558
9. Cuong, N. D., Kruger, A. Y., (2021) Transversality properties: Primal sufficient conditions, Set-Valued and Variational Analysis 29, no. 2, 221-256
8. Toan, P. T., & Kang, B. G. (2021). Chains of prime ideals in power series rings. Journal of Pure and Applied Algebra, 225(11), 106726.
7. Chang, G. W., & Toan, P. T.(2021). Subrings of the power series ring over a principal ideal domain. Communications in Algebra, 49(9), 3748-3759.
6. Vo, T. N., Razzaghi, M., & Toan, P. T.(2021). A numerical method for solving variable‐order fractional diffusion equations using fractional‐order Taylor wavelets. Numerical Methods for Partial Differential Equations, 37(3), 2668-2686.
5. Toan, P. T., Vo, T. N., & Razzaghi, M. (2021). Taylor wavelet method for fractional delay differential equations. Engineering with Computers, 37(1), 231-240.
4. Adly, S., Le, B. K., (2021). Douglas–Rachford splitting algorithm for solving state-dependent maximal monotone inclusions, Optimization Letters, 15(8), 2861–2878
3. Yuttanan, B., Razzaghi, M., & Vo, T. N.(2021). A fractional‐order generalized Taylor wavelet method for nonlinear fractional delay and nonlinear fractional pantograph differential equations. Mathematical Methods in the Applied Sciences, 44(5), 4156-4175.
2. Yuttanan, B., Razzaghi, M., & Vo, T. N.(2021). A numerical method based on fractional-order generalized Taylor wavelets for solving distributed-order fractional partial differential equations. Applied Numerical Mathematics, 160, 349-367.
1. Yuttanan, B., Razzaghi, M., & Vo, T. N. (2021). Legendre wavelet method for fractional delay differential equations. Applied Numerical Mathematics, 168, 127-142.
