Home \ Faculty Details \ Dr. Waseem Ahmad Khan
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  • Phone:

    +966 13 849-9320

  • Email:

    wkhan1@pmu.edu.sa

  • Office No:

    F-50

  • Dr. Waseem Ahmad Khan

  • Job Title :

    Assistant Research Professor

  • College :

    Deanship of Research


  • Department :

    Deanship of Research


Dr. Waseem Ahmad Khan is an Assistant Research Professor at Prince Mohamad Bin Fahd University, Al Khobar Saudi Arabia, and held other previous positions as an Assistant Professor in the Department of Mathematics, Integral University, Lucknow, India. He has more than 13 years of academic and research experience. He has completed his Ph. D and M.Phil in Applied Mathematics from Aligarh Muslim University, Aligarh India. His research interest lies in the area of Integral transform, Voigt functions, and Special functions. He is a life member of SSFA and GAMS.  

He has published more than 200 papers in peer-reviewed international Journals. He has supervised five Ph. D students. He has guided five PG students. He has served as a reviewer in various international journals, including Miskolc Mathematical Notes, Filomat, Bulletin of Iranian Mathematical Society, Springer Plus, etc. He has organized two international conferences in the field of Algebra and Analysis.

 

 

  • Awarded Ph.D. (Applied Mathematics) in the field of Special Functions in 25th April 2011 from the Department of Applied Mathematics, Aligarh Muslim University, Aligarh, India.
  • Awarded M.Phil. (Applied Mathematics) in the field of Special Functions in 2008 from the Department of Applied Mathematics, Aligarh Muslim University, Aligarh, India.
  • M.Sc. (Mathematics) in 2004 from the Department of Mathematics, Aligarh Muslim University, Aligarh, India.
  • B.Sc. (Hons.) (Mathematics) in 2001 from the Department of Mathematics, Aligarh Muslim University, Aligarh, India.

 

      1.     A. Aledamat, Waseem A. Khan, U. Duran, S. A. K. Kirmani, C. S. Ryoo, A study on differential equations associated with (q,h)-Frobenius-Euler polynomials. Journal of Mathematics and Computer Science, 36(3) (2025), 386-398. (Indexed by Scopus, Q2).

2.     A. Alshejari, Waseem A. Khan, U. Duran, C. S. Ryoo, A study on differential equations associated with (q,h)-Frobenius-Genocchi polynomials. Journal of Mathematics and Computer Science, 37(3) (2025), 386-398. (Indexed by Scopus, Q2).

3.     Waseem A. Khan, M. Alhazmi, T. Nahid, A new family of q-Mittag-Leffler-based Bessel and Tricomi functions via umbral approach. Symmetry, (2024), 16:1580, 1-13. (Indexed by SCI, I.F. 2.645, and Q1).

4.     Waseem A. Khan, New type of degenerate Changhee numbers polynomials of the second kind. Southeast Asian Journal of Mathematics and Mathematical Sciences, 20(2) (2024), 31-46. (Indexed by Scopus).

5.     R. B. Corcino, C. R. Corcino, Waseem A. Khan, New type of degenerate Changhee numbers polynomials of the second kind. Journal of Inequalities and Special functions, 20(3) (2024), 31-46. (Indexed by Scopus).

6.     Waseem A. Khan, J. Younis, U. Duran, C. S Ryoo, On some extensions for degenerate Frobenius-Euler-Genocchi polynomials with applications in computer modeling. Applied Mathematics in Science & Engineering, 30(1) (2024), 573-582. https://doi.org/10.1080/27690911.2023.2297072. (Indexed by SCI, I.F. 1.3, and Q2).

7.     Waseem A. Khan, D. Srivastava, K. S. Nisar, A new class of generalized polynomials associated with Milne-Thomsons-based poly-Bernoulli polynomials, Miskolc Mathematical Journal, 25(2) (2024), 793-803. (Indexed by SCI, I.F. 0.85, Q3).

8.     Waseem A. Khan, New type of degenerate Changhee numbers polynomials of the second kind. Southeast Asian Journal of Mathematics and Mathematical Sciences, 20(2) (2024), 31-46. (Indexed by Scopus).

9.     Waseem A. Khan, A. Sarosh, J. Miandad, Generalized degenerate Changhee-Genocchi numbers and polynomials. Southeast Asian Journal of Mathematics and Mathematical Sciences, 20(1) (2024), 31-46. (Indexed by Scopus).

10.  A. Aledamat, Waseem A. Khan, N. Ahmad, Bell-based partially degenerate Genocchi polynomials and their applications. Bulletin of Mathematical Analysis and Applications. 16(4) (2024), 61-76. (Indexed by Scopus, Q3).

11.  A. Aledamat, Waseem A. Khan, U. Duran, A. Muhyui, N. Ahmad, On some properties of Frobenius type Changhee-Genocchi polynomials with applications in computer modeling. International Journal of Analysis and Applications, 36(3) (2024), 386-398. (Indexed by Scopus, Q2).

12.  N. Alam, S. A. Wani, Waseem A. Khan, F. Gassem, A. AlTaleb, Exploring properties and applications of Laguerre special polynomials involving the Delta h form. Symmetry, (2024), 16:1154, 1-16. (Indexed by SCI, I.F. 2.645, and Q1).

13.  N. Alam, S. A. Wani, Waseem A. Khan, K. Kotecha, H. N. Zaidi, F. Gassem, A. AlTaleb, On a class of generalized multivariate Hermite-Humbert polynomials via generalized Fibonacci polynomials. Symmetry, (2024), 16:1415, 1-15. (Indexed by SCI, I.F. 2.645, and Q1).

14.  N. Alam, S. A. Wani, Waseem A. Khan, H. N. Zaidi, Investing the properties and dynamic applications of Delta h Legendre Appell polynomials. Mathematics, (2024), 12:1973, 1-14. (Indexed by SCI, I.F. 2.645, and Q1).

15.  G. Fang, S. Koparal, N. Omur, O. Duran, Waseem A. Khan, On three dimensional q-Riordan arrays. Demonstratio Mathematica, 57(1) (2024), 1-12. (Indexed by Scopus, Q1).

16.  M. Fadel, M. S. Alatawi, Waseem A. Khan, Two variable q-Hermite based Applell polynomials and their applications. Mathematics, (2024), 12:1358, 1-17. (Indexed by SCI, I.F. 2.645, and Q1).

17.  M. S. Alatawi, N. Raza, M. Singh, Waseem A. Khan, Exploring zeros of Hermite-Lambda matrix polynomials: a numerical approach. Mathematics, (2024), 12:1497, 1-17. (Indexed by SCI, I.F. 2.645, and Q1).

18.  M. S. Alatawi, Waseem A. Khan, U. Duran, Several symmetric identities of the generalized degenerate Fubini polynomials by fermionic p-adic integral on Zp. Symmetry, (2024), 16:686, 1-11. (Indexed by SCI, I.F. 2.7, and Q1).

19.  M. S. Alatawi, Waseem A. Khan, U. Duran, Symmetric identities involving the extended degenerate central Fubini polynomials arising from the by fermionic p-adic integral on Zp. Axioms, (2024), 13:421, 1-12. (Indexed by SCI, I.F. 1.9, and Q2).

20.  H. Guan, Waseem A. Khan, C. Kizilates, C. S. Ryoo, On certain properties of parametric kinds of generalized Apostol-type Frobenius-Euler-Fibonacci polynomials. Axioms, (2024), 13:348, 1-21. (Indexed by SCI, I.F. 2.0, and Q2).

21.  M. S Alatawi, Waseem A. Khan, C. Kizilates, C. S. Ryoo, Some properties of generalized Apostol-type Frobenius-Euler-Fibonacci polynomials. Mathematics, (2024), 12:800, 1-15. (Indexed by SCI, I.F. 2.645, and Q1).

22.  A. Aledamat, Waseem A. Khan, C. S. Ryoo, Certain properties on Bell based Apostol-Frobenius-Genocchi polynomials of complex variables. Journal of Mathematics and Computer Science, 33(3) (2024), 326-338. (Indexed by Scopus, Q2).

23.  A. Aledamat, Waseem A. Khan, U. Duran, C. S. Ryoo, Exploring the depths of degenerate hyperharmonic numbers in view of harmonic functions.. Journal of Mathematics and Computer Science, 35(2) (2024), 136-148. (Indexed by Scopus, Q2).

24.  A. Aledamat, Waseem A. Khan, U. Duran, C. S. Ryoo, Construction for q-hypergeometric Bernoulli polynomials of a complex variable with applications computer modeling. Advanced Mathematical Models and Applications, 9(1) (2024), 68-92. (Indexed by Scopus, Q2).

25.  Waseem A. Khan, M. S. Alatawi, U. Duran, Applications, and properties of bivariate Bell-based Frobenius-type Eulerian polynomials. Journal of Function Spaces. (2023). Volume 2023, Article ID 5205867, 10 pages. (Indexed by SCI, I. F. 1.281, Q1).

26.  Waseem A. Khan, Nisar, KS, U. Duran, M, Acikgoz, Novel results for generalized Apostol type polynomials associated with Hermite polynomials. Proceedings of the Jangjeon Mathematical Society, 26(3) (2023), 291-305. (Indexed by Scopus, Q3).

27.  Waseem A. Khan, M. Kamarujjama, A note on type 2 poly-Bernoulli polynomials of the second kind. Palestine Journal of Mathematics, 12(3) (2023), 74-84. (Indexed by Scopus).

28.  Waseem A.  Khan, M. Ghayasuddin and Moin Ali, On extended beta type integral operators involving generalized Mittag Leffler function. Palestine Journal of Mathematics. 12(3) (2023), 44-51. (Indexed by Scopus).

29.  S. A. Dar, M. Kamarujjama, Waseem A.  Khan, On matrix properties of generalized Srivastava’s triple matrix hypergeometric function. Palestine Journal of Mathematics. 12(3) (2023), 552-562. (Indexed by Scopus).

30.  H. Guan, N. Omur, S. Koparal, Waseem A. Khan, q-analogue of Hn,m and their applications. Mathematics, (2023), 15:943, 1-10. (Indexed by SCI, I.F. 2.4 and Q1).

31.  N. Alam, Waseem A. Khan, S. Araci, H. N. Zaidi, A. A. Taleb,  Evaluation of the poly-Jindalrae and poly-Gaenari polynomials in terms of degenerate functions. Symmetry, (2023), 1587, 1-19. (Indexed by SCI, I.F. 2.940 and Q2).

32.  N. Alam, Waseem A. Khan, C. Kizilates, S. Obeidat, C. S. Ryoo, N. S Diab,  Some explicit properties of Frobenius-Euler-Genocchi polynomials with applications in computer modeling. Symmetry, (2023), 15:1358, 1-20. (Indexed by SCI, I.F. 2.940 and Q2).

33.  Y. Rao, Waseem A. Khan, S. Araci, C. S. Ryoo, Explicit properties of Apostol-type Frobenius-Euler polynomials involving q-trigonometric function with applications in computer modeling. Mathematics, (2023), 11:2386, 1-21. (Indexed by SCI, I.F. 2.592 and Q1).

34.  C. Zhang, Waseem A. Khan, C. Kizilates, On (p,q)-Fibonacci and (p,q)-Lucas polynomials associated with Changhee numbers with their applications. Symmetry, (2023), 15:851, 1-14. (Indexed by SCI, I.F. 2.940 and Q2).

35.  H. Guan, Waseem A. Khan, C. Kizilates, On generalized bivariate (p,q)-Bernoulli-Fibonacci and generalized bivariate (p,q)-Bernoulli-Lucas polynomials. Symmetry, (2023), 15:943, 1-10. (Indexed by SCI, I.F. 2.940 and Q2).

36.  Z. Chen, N. Omur, S. Koparal, Waseem A. Khan, Some identities with multi generalized q-hyper harmonic numbers of order r. Symmetry, (2023), 15:917, 1-10. (Indexed by SCI, I.F. 2.940 and Q2).

37.  C. Cesarano, W. Ramirez, S. Diaz, A. Shamaoon, Waseem A. Khan, On Apostol-type Hermite degenerated polynomials. Mathematics, (2023), 11:1914, 1-13. (Indexed by SCI, I.F. 2.592 and Q1).

38.  M. Nadeem, Waseem A. Khan, Symmetric identities for degenerate q-Genocchi numbers and polynomials. Southeast Asian Journal of Mathematics and Mathematical Sciences, 19(1) (2023), 17-28. (Indexed by Scopus).

39.  Waseem A. Khan, Vijay Yadav, A study on q-analogue of degenerate Changhee numbers and polynomials. Southeast Asian Journal of Mathematics and Mathematical Sciences, 19(1) (2023), 29-42. (Indexed by Scopus).

40.  M. Nadeem, Waseem A. Khan, K.A.H. Alzobydi, C. S. Ryoo, M. Shadab, R. Ali, Certain properties on Bell-based Apostol-type Frobenius-Genocchi polynomials and its applications. Advanced Mathematical Models and Applications, (2023), 1(8) 92-107. (Indexed by Scopus, Q1).

41.  Waseem A. Khan, M. S. Alatawi, A note on modified degenerate Changhee-

      Genocchi polynomials of the second kind. Symmetry, (2023), 15:136, 1-12. (Indexed     

       by SCI, I.F. 2.940, and Q2).

42.  N. Alam, Waseem A. Khan, S. Obeidat, G. Muhiuddin, N. S Khalifa, H. N. Zaidi, A.Altaleb, L. Bachioua, A note on Bell-based Bernoulli and Euler polynomials of complex variable. Computer Modelling in Engineering & Sciences. 153(1) (2023),187-209. (Indexed by SCI, I.F. 2.041, and Q2).

43.  Waseem A. Khan, Nisar, KS, A new class of Laguerre-based Frobenius type Eulerian numbers and polynomials. Boletim da Sociedade Paranaense de Mathematica, 41 (2023), 1-14. (Indexed by Scopus, Q3).

44.  Waseem A. Khan, Divesh Srivastava, Rifaqat Ali, A note on truncated Euler

      polynomials associated with Hermite polynomials. Boletim da Sociedade  

      Paranaense de Mathematica, 41(2023), 1-12. doi:10.5269/bspm.51960.

      (Indexed by Scopus, Q3).

45.  Waseem A. Khan, M. S. Alatawi, A note on partially degenerate Bernoulli polynomials of the first kind. Journal of Mathematics and Computer Science, 30(3)      

       (2023), 255-271. (Indexed by Scopus, Q1).

46.  Waseem A. Khan, Construction of the type 2 degenerate poly-Euler polynomials and numbers. Matematicki Vesnik, 75(3) (2023), 147-156. (Indexed by Scopus, Q2).

47.  Waseem A. Khan, Symmetric identities for the generalized Hermite-based unified Apostol type polynomials. Palestine Journal of Mathematics, 12(1) (2023), 450-461. (Indexed by Scopus).

48.  M. Ghayasuddin, N. Khan, Waseem A. Khan, M. Ahmad, A note on extended Hurwits-Lerch Zeta function. Italian Journal of Pure and Applied Mathematics, 49(1) (2023), 82-89. (Indexed by Scopus).

49.  Waseem A. Khan, M. S Alatawi, C. S. Ryoo, U. Duran, Novel properties of q-Sine based and q-Cosine-based q-Fubini polynomials. Symmetry, (2023), 15:356, 1-18.

(Indexed by SCI, I.F. 2.645, and Q2).

50.  Waseem A. Khan, A note on q-analogue of degenerate Catalan numbers associated p-adic integral on Zp. Symmetry Journal. 14(119) (2022), 1-10. doi.org/10.3390/sym14061119. (Indexed by SCI, I.F. 2.645, and Q2).

51.  Waseem A. Khan, A note on q-analogues of degenerate Catalan-Daehee numbers and polynomials. Journal of Mathematics, (2022), Article ID 9486880, 9 pages https://doi.org/10.1155/2022/9486880. (Indexed by SCI, I.F. 0.971, Q2).

52.  Waseem A. Khan, On generalized Lagrange-based Apostol type and related polynomials. Kragujevac Journal of Mathematics, 46-22(2022), 865-882.  (Indexed by Scopus & Web of Science, Q3).

53.  Waseem A. Khan, A new class of higher-order hypergeometric Bernoulli polynomials associated with Hermite polynomials. Boletim da Sociedade Paranaense de Mathematica, 40(2022), 1-14. DOI:10.5269/bspm.51845. (Indexed by Scopus, Q3).

54.  Waseem A. Khan, A study on q-analogue of degenerate 1/2-Changhee numbers and polynomials. Southeast Asian Journal of Mathematics and Mathematical Sciences, 18(2) (2022), 1-12. (Indexed by Scopus).

55.  Waseem A. Khan, A new class of Tricomi-Legenendre-Hermite-Bernoulli polynomials, (Advanced Studies in Contemporary Mathematics), 32(3) (2022), 325-341. (Indexed by Google Scholar).

56.  Waseem A. Khan, M. S Alatawi, U. Duran, A note on degenerate Catalan-Daehee numbers and polynomials. Symmetry, 14(2169) (2022), 1-14. (Indexed by SCI, I.F. 2.645, and Q2).

57.  Waseem A. Khan, G. Muhiuddin, U. Duran, D. Al-Kadi, On (p,q)-Sine and (p,q)-Cosine Fubini polynomials. Symmetry, 14(527) (2022), 1-12. (Indexed by SCI, I.F. 2.645, and Q2).

58.      Waseem A. Khan, Hiba Haroon, Higher-order degenerate Hermite-Bernoulli arising from p-adic integral on Zp. Iranian Journal of Mathematical Sciences and Informatics, 17(2) (2022), 171-189. (Indexed by Scopus & Web of Science).

59.  Waseem A. Khan, M. Kamarujjama, A note on type 2 degenerate Daehee polynomials and numbers of the second kind. Southeast Asian Journal of Mathematics and Mathematical Sciences, 43(1) (2022), 11-26. (Indexed by Scopus).

60.  Waseem A. Khan, J. Younis, M. Nadeem, Construction of partially degenerate Laguerre-Bernoulli polynomials of the first kind. Applied Mathematics in Science & Engineering, 30(1) (2022), 362-375. (Indexed by SCI, I.F. 1.971, and Q2).

61.  Waseem A. Khan, J. Younis, U. Duran, A. Iqbal, The higher-order type Daehee polynomials associated with p-adic integrals on Zp. Applied Mathematics in Science & Engineering, 30(1) (2022), 573-582. (Indexed by SCI, I.F. 1.971, and Q2).

62.  Waseem A. Khan, M. Kamarujjama, Daud, Construction of partially degenerate Bell-Bernoulli polynomials of the first kind, Analysis (Germany), 43(3) (2022), 171-184. (Indexed by Scopus, Q3).

63.  Waseem A. Khan, M. Kamarujjama, Daud, A note on Appell-type lambda-Daehee-Hermite polynomials and numbers, Advanced Mathematical Models & Applications, Vol.7, No.2, (2022), pp.223-240. (Indexed by Scopus, Q1).

64.  Waseem A. Khan, M. S. Alatawi, Analytical properties of degenerate Genocchi polynomials the second kind and some of their applications. Symmetry, (2022), 14, 1500. https://doi.org/10.3390/sym14081500. (Indexed by SCI, I.F. 2.940, and Q2).

65.  M. S. Alatawi, Waseem A. Khan, New type of degenerate Changhee-Genocchi polynomials. Axioms, (2022), 11,355. https:// doi.org/10.3390/axioms11080355. (Indexed by SCI, I.F. 1.824, and Q1).

66.  M. S. Alatawi, Waseem A. Khan, C. S. Ryoo, Explicit properties of q-Cosine and q-Sine Array-type polynomials containing symmetric structures. Symmetry, (2022), 14, 1675. https://doi.org/10.3390/sym14081675. (Indexed by SCI, I.F. 2.940, and Q2).

67.  S. K. Sharma, Waseem A. Khan, C. S. Ryoo, U. Duran, Diverse properties and approximate roots for a novel kinds of the (p,q)-Cosine and (p,q)-Sine Geometric polynomials. Mathematics 2022, https://doi.org/10.3390/math10152709. (Indexed by SCI, I.F. 2.258, and Q1).

68.  S. Albosaily, Waseem A. Khan, S. Araci and A. Iqbal, Fully degenerating of Daehee numbers and polynomials, Mathematics, (2022),  10, 2528, 1-13. (Indexed by SCI, I.F. 2.520, and Q1).

69.  N. Alam, Waseem A. Khan, C. S. Ryoo, A note on Bell-based Apostol-type Frobenius-Euler polynomials of a complex variable with its certain applications. Mathematics, (2022), 1-26. (Indexed by SCI, I.F. 2.520, and Q1).

70.  M. Nadeem, Waseem A. Khan, M. Shadab, A note on q-analogue of poly-Genocchi numbers and polynomials. International Journal of Applied Mathematics, 35(1) (2022), 89-102.  (Indexed by Scopus, Q3).

71.  S. Albosaily, Y. Quintana, A. Iqbal and Waseem A. Khan,   Lagrange-based hypergeometric Bernoulli polynomials. Symmetry Journal, Symmetry, 14(527) (2022), 1-12. doi.org/10.3390/sym14061125. (Indexed by SCI, I.F. 2.645, and Q2).

72.  M. A. Pathan and Waseem A. Khan, On lambda-Changhee-Hermite polynomials. Analysis, 42(2) (2022), 57-69.  (Indexed by Scopus, Q3).     

73.  M. A. Pathan and Waseem A. Khan, On a class of generalized Humbert-Hermite polynomials via generalized Fibonacci polynomials. Turkish Journal of Mathematics, 46 (2022), 929-945. Doi: 10.3906/mat-2108-30. (Indexed by SCI, I.F. = 0.84, Q2).

74.  G. Muhiuddin, Waseem A. Khan, D. Al-Kadi, Some identities of the degenerate poly-Cauchy and Unipoly Cauchy polynomials of the second kind. Computer Modelling in Engineering & Sciences. (2022). DOI: 10.32604/cmes.2022.017272. (Indexed by SCI, I.F. 2.041, and Q2).

75.  Waseem A. Khan and M. Kamarujjama, A note on type 2 degenerate multi poly-Bernoulli polynomials of the second kind. Proceedings of the Jangjeon Mathematical Society, 25(1) (2022), 59-68. (Indexed by Scopus, Q3).

76.      Waseem A. Khan, Nisar, K S, M. Acikgoz, U. Duran, A. Hassan, on unified Gould-Hopper based Apostol type polynomials. Journal of Mathematics and Computer Science, 24(4) (2022), 287-298. (Indexed by Scopus, Q4).

77.   Waseem A.  Khan, M. Ghayasuddin and Divesh Srivastava, A new class of partially degenerate Laguerre-based Hermite-Genocchi polynomials. Advanced Studies in Contemporary Mathematics, 32(1) (2022), 71-83. (Indexed by Scopus, Q3).

78.  M. Ghayasuddin, M. Ali, Waseem A. Khan, A unified presentation of beta, Gauss and confluent hypergeometric functions. Advanced Studies in Contemporary Mathematics, 32(1) (2022), 53-62. (Indexed by Scopus, Q3).

79.  G. Muhiuddin, Waseem A. Khan, A. Muhyi, D. Al-Kadi, Some results on type 2 degenerate poly-Fubini polynomials and numbers. Computer Modelling in Engineering & Sciences, 29(2) (2021). 1051-1073. (Indexed by SCI, I.F. 2.041, Q3).

80.  Waseem A. Khan, M. Kamarujjama, Some identities on type 2 degenerate Daehee polynomials and numbers. Indian Journal of Mathematics, 63(3) (2021), 433-447. (Indexed by Scopus, Q4).

81.  M. Ali, M. Ghayasuddin, Waseem A.  Khan and KS, Nisar, A novel kind of the multi-index Whittaker function and its certain properties. International Journal of Applied Mathematics. 6 (2021), 1031-1047. (Indexed by Scopus, Q3).

82.      Waseem A. Khan, H. Aydi, M. Ali, M. Ghayasuddin, J. Younis, Construction of generalized k-Bessel Maitland function and its certain properties. Journal of Mathematics, Vol. 2021 (2021), Article ID 5386644, 14 pages, 2021. https://doi.org/10.1155/2021/5386644.  (Indexed by SCI, I.F. =0.981, Q2).

83.  Waseem A. Khan, G. Muhiuddin,  A. Muhyi, D. Al-Kadi, Analytical properties of type 2 degenerate poly-Bernoulli polynomials associated with their applications. Advances in Difference Equations, (2021), 1-18. (Indexed by SCI, I.F. 2.147, and Q1).

84.      Waseem A. Khan, Some results on q-analogue type of Fubini numbers and polynomials. Journal of Mathematical Control Science and Applications, 7(2) (2021), 141-154.  (Indexed by Scopus).

85.      Waseem A. Khan, A. Muhyi, R. Ali, K. A.  H. Alzobydi, M. Singh, P. Agarwal, A new family of degenerate poly-Bernoulli polynomials of the second kind with its certain related properties. (AIMS Mathematics), 6 (11) (2021). (Indexed by SCI, I.F. 1.417, and Q2).

86.      G. Muhiuddin, Waseem A. Khan, D. Al-Kadi, Construction on the degenerate poly-Frobenius-Euler polynomials of complex variable. Journal of Function Spaces, Volume 2021 (2021). 1-8. (Indexed by SCI, I.F. 1.8105, Q2).

87.  G. Muhiuddin, Waseem A. Khan, J. Younis, Construction of type 2 poly-Changhee polynomials and its applications, Journal of Mathematics, Vol. 2021 (2021), Article ID 7167633, 9 pages, 2021. https://doi.org/10.1155/2021/7167633.  (Indexed by SCI, I.F. =0.981, Q3).

88.      M. Ghaysauddin, Waseem A. Khan and L.N Mishra: On Hankle type integral transform associated with Whittaker and hypergeometric functions. Thai Journal of Mathematics, 19(2) (2021), 521-527. (Indexed by Scopus, Q3).

89.      Waseem A. Khan, Rifaqat Ali, Khalid A.  H.Alzobydi, N. Ahmad, A new family of degenerate poly-Genocchi polynomials with its certain properties. Journal of Function Spaces, Volume 2021, Article ID: 6660517, 8pages. (Indexed by SCI, I.F. 1.896, and Q1).

90.      M.A. Pathan and Waseem A. Khan: A new class of generalized polynomials associated with Hermite and poly-Bernoulli polynomials. Miskolc Mathematical Journal, 22(1) (2021), 317-330. (Indexed by SCI, I.F. 1.38, and Q2).

91.      G. Muhiuddin, Waseem A. Khan, U. Duran, D. Al-Kadi, Some identities of the degenerate multi-Poly-Bernoulli polynomials of complex variable. Journal of Function Spaces, Volume 2021, Article ID 7172054, 8 pages. (Indexed by SCI, I.F. 1.896, and Q1).

92.      G. Muhiuddin, Waseem A. Khan, U. Duran, D. Al-Kadi, A new class of higher-order hypergeometric Bernoulli polynomials associated with Lagrange-Hermite polynomials. Symmetry, 13 (648) (2021), 1-11.  (Indexed by SCI, I.F. 2.645, and Q2).

93.      Waseem A. Khan, Idrees A. Khan, U. Duran, M. Acikgoz, Apostol type (p,q)-Frobenius Eulerian polynomials and numbers, Afrika Matematika, 32(1-2)(2021), 115-130. http://doi.org/10.1007/s13370-020-00814-0. 18pp. (Indexed by Scopus and Web of Science, Q3).

94.      Waseem A. Khan, S. K. Sharma, A note on type 2 polyexponential Euler polynomial and numbers. Journal of Mathematical Control Science and Applications, 7(1) (2021), 36-46. (Indexed by Scopus).

95.      D. V. Dolgy, Waseem A.  Khan, A note on type 2 degenerate poly-Changhee polynomials of the second kind. Symmetry, 13 (579) (2021), 1-12.  (Indexed by SCI, I.F. 2.645, and Q2).

96.      G. Muhiuddin, Waseem A. Khan, U. Duran, Two variable type 2 poly-Fubini polynomials. Mathematics, 9(281) (2021), 1-13. DOI: 10.3390/math9030281. (Indexed by SCI and I.F. 1.747, Q1).

97.      H. K. Kim and Waseem A. Khan, Some identities of a new type of degenerate poly-Frobenius-Euler polynomials and numbers. Proceeding of the Jangjeon Mathematical Society, 24(1) (2021), 33-42. (Indexed by Scopus, Q3).

98.      Waseem A. Khan and M. A. Pathan, On a class of Humbert-Hermite polynomials, Novisad Journal Mathematics, 51(1)(2021), 1-11. https://doi.org/10.30755/NSJOM.05832. (Indexed by Scopus).

99.      M. A. Pathan and Waseem A. Khan: On the three families of extended Laguerre-based Apostol-type polynomials. Proyecciones Journal of Mathematics, 40(2) (2021), 291-312. (Indexed by Scopus, Q3).

100.   Waseem A. Khan, Divesh Srivastava, Certain properties of Apostol type Hermite-based Frobenius Genocchi polynomials. Kragujevac Journal of Mathematics, 45(6) (2021), 859-872. (Indexed by Scopus & Web of Science, Q3).

101.   M. Ali, M. Ghayasuddin, Waseem A.  Khan and KS, Nisar, A novel kind of the multi-index Beta, Gauss and confluent hypergeometric functions. Journal of Mathematics and Computer Science, 23(2021), 145-154. (Indexed by Scopus, Web of Science, Q4).

102.   Waseem A. Khan, Ayesha Khan and Idrees A. Khan, Degenerate polyexponential-Genocchi polynomials. Journal of Mathematics and Computer Science, 22(4) (2021), 381-391. (Indexed by Scopus and Web of Science, Q4).

103.   M. Ghayasuddin, N.U. Khan, Waseem A.  Khan and Divesh Srivastava, Some properties of Laguerre-based Hermite-Bernoulli polynomials. Southeast Asian Bulletin of Mathematics, 45(2021), 329-340. (Indexed by Web of Science).

104.   M. A. Pathan and Waseem A. Khan: Unified Apostol type Hermite-Bernoulli, Hermite-Euler, and Hermite-Genocchi polynomials. Sarajevo Journal of Mathematics, 16(2) (2020), 163-178. (Indexed by Google Scholar and UGC).

105.   S. K. Sharma, Waseem A. Khan, S. Araci, S. S. Ahmed, Construction of the type 2 degenerate central Fubini polynomials and certain its properties. Advances in Difference Equations, (2020). 2020:587. (Indexed by SCI, Impact Factor. 2.242, Q1).

106.   Waseem A.  Khan, M. Acikgoz and U. Duran, Note on the type 2 degenerate multi-poly-Euler polynomials. Symmetry, (2020).  (Indexed by SCI, I.F. 2.645, and Q2).

107.   M. A. Pathan, Waseem A. Khan, A new class of generalized Apostol type Frobenius-Euler-Hermite polynomials. Honam Mathematical Journal. 42(3) (2020), 477-499. (Indexed by ESCI)

108.   S. K. Sharma, Waseem A. Khan, S. Araci, S. S. Ahmed, New type of degenerate Daehee polynomials of the second kind. Advances in Difference Equations, (2020). 2020:428. 14pp. http://doi.org/10.1186/s13662-020-02891-08. (Indexed by SCI, Impact Factor. 2.242, and Q1).

109.   J. Y. Kang and Waseem A. Khan, A new class of q-Hermite based Apostol type Frobenius Genocchi polynomials. Communication of the Korean Mathematical Society, 35(3) (2020), 759-771. (Indexed by Scopus and ESCI, Q3)

110.   Waseem A. Khan, I. A. Khan, M. Acikgoz, U. Duran, Multifarious results for q-Hermite-based Frobenius-type Eulerian polynomials. Notes on Number theory and Discrete Mathematics, 26(2) (2020), 127-141. (Indexed by ESCI & Web of Science).

111.   N. Khan, M. Ghayasuddin, Waseem A. Khan, Thabet, A, Nisar, KS, Further extension of Voigt function and its properties. Advances Difference Equations, (2020), 2020:229. 13pp. http://doi.org/10.1186/s13662-020-02663-04. (Indexed by SCI and I.F. 2.242, Q1).

112.   M. Ghayasuddin, Sunil K. Sharma, Waseem A. Khan, A parametric kind of the poly-Bernoulli polynomials. Journal of Mathematics and Computer Science, (2020), 21, 309-321. (Indexed by Scopus and ESCI, Q4).

113.   Waseem A. Khan, Sunil K. Sharma, A new class of Hermite-Based Higher-order Central Fubini polynomials. International Journal of Applied and Computational Mathematics. 87(2020). 1-14. (Indexed by Scopus).

114.    Sunil K. Sharma, Waseem A. Khan, C. S. Ryoo, A parametric kind of Fubini polynomials of a complex variable. Mathematics, 8,643; DOI: 10.3390/math8040643. (Indexed by SCI and I.F. 1.747, Q1).

115.   Waseem A. Khan, Divesh Srivastava, A new class of q-Hermite based Apostol type polynomials and its applications. Notes on Number Theory and Discrete Mathematics, 26(1) (2020), 75-85.  (Indexed by ESCI and Web of Science).

116.   Musharraf Ali, Waseem A. Khan, Idrees A. Khan: Study on double integral operator involving generalized Bessel-Maitland function. Palestine Journal of Mathematics, 9(2) (2020), 991-998.  (Indexed by Scopus).

117.   Waseem A. Khan, Moin Ahmad, Some Euler type generalized beta function involving extended Mittag-Leffler function. Palestine Journal of Mathematics,

         9(2) (2020), 969-976.  (Indexed by Scopus).

118.   Waseem A. Khan, Nisar, KS, D. Baleanu, A note on (p,q)-analogue type of Fubini numbers and polynomials. AIMS Mathematics, 5(3) (2020), 2743-2757. (Indexed by SCI, Impact factor).

119.   Taekyun Kim, Waseem A. Khan, Sunil K. Sharma, M. Ghayasuddin, A note on parametric kinds of the degenerate poly-Bernoulli and poly-Genocchi polynomials. Symmetry, (2020), 12,614; DOI: 10.3390/sym12040614. (Indexed by SCI, I.F. 2.645, Q2).

120.   Sunil K. Sharma, Waseem A. Khan, C. S. Ryoo, A parametric kind of the degenerate Fubini numbers and polynomials. Mathematics, (2020), 8,405; DOI: 10.3390/math8030405. (Indexed by SCI and I.F. 1.747, Q1).

121.   C. S. Ryoo, Waseem A. Khan, On two bivariate kinds of poly-Bernoulli and poly-Genocchi polynomials. Mathematics, 8(3) (2020), 417; doi: 10.3390/math8030417. (Indexed by SCI and I.F. 1.747, Q1).

122.   Waseem A. Khan, Divesh Srivastava, Generalized Hermite-based Apostol type Frobenius Genocchi polynomials and its applications. Acta Universitattis Apulensis, 61(2020), 9-28. (Indexed by Google Scholar and UGC).

123.   Waseem A. Khan, Idrees A. Khan and Moin Ahmad, On certain integral transforms involving generalized Bessel-Maitland function. Journal of Pure and Applied Mathematics, 2(1-2) (2020), 63-78. (Indexed by Google Scholar and UGC).

124.   Waseem A. Khan, Idrees A. Khan, Musharraf Ali, Degenerate Hermite poly-Bernoulli numbers and polynomials with q-parameter. Stud. Univ. Babes-Bolayi Math., 65(1) (2020), 3-15. (Indexed by Scopus).

125.   Waseem A. Khan and Nisar KS, Moin Ahmad, Euler type integral operator involving K-Mittag-Leffler function. Boletim da Socidade Paranaense de Matematica, 38(5) (2020), 165-174. (Indexed by Scopus & Web of Science, Q3).

126.   N. U. Khan, Talha Usman, Waseem A. Khan, A new class of Laguerre-based Hermite-Euler polynomials and its properties, Kragujevac Journal of Mathematics, 44(1) (2020), 89-100. (Indexed by Scopus & Web of Science, Q3).

127.   Musharraf Ali, Waseem A. Khan, Idrees A. Khan: On certain integral transform involving generalized Bessel-Maitland function and applications, Journal of fractional calculus and applications, 11(1) (2020), 82-90. (Indexed by Google Scholar).

128.   Waseem A. Khan, M. Ghayasuddin, Divesh Srivastava, A new class of integral operators involving a product of generalized Bessel function and Jacobi polynomial. Palestine Journal of Mathematics, Vol.9 (1) (2020), 427-435. (Indexed by Scopus).

129.   Waseem A. Khan, Idrees A. Khan, A note on (p,q)-analogue type of Frobenius Genocchi numbers and polynomials. East Asian Mathematical Journal, 36(1) (2020), 013-024. (Indexed by Google Scholar and UGC).

130.   Musharraf Ali, Waseem A. Khan, Certain integrals involving extended Bessel-Maitland function with generalized Jacobi polynomial. New Trends in Mathematical Sciences, 8(1) (2020), 42-49. (Indexed by Google Scholar and UGC).

131.   Musharraf Ali, Waseem A. Khan, Idrees A. Khan: Beta type integral operator involving generalized Bessel-Maitland function. Tamap Journal of Mathematics and Statistics, 16(2019), 1-7. (Indexed by Google Scholar).

132.   Musharraf Ali, Waseem A. Khan, On integrals involving Wright generalized Bessel-Maitland function with generalized Jacobi polynomial. Ganita, 69(2) (2019), 1-8. (Indexed by Google Scholar and UGC).

133.   Nisar, KS, Waseem A. Khan, Notes on q-Hermite based unified Apostol type polynomials. Journal of Interdisciplinary Mathematics, 22(7) (2019), 1185-1203. (Indexed by Scopus and Web of Science).

134.   Waseem A. Khan, Certain results for the Hermite and Chebyshev polynomials of two variables. Annals of Communication in Mathematics, 2(2) (2019), 84-90. (Indexed by Google Scholar).

135.   Waseem A. Khan, Divesh Srivastava, A study of poly-Bernoulli polynomials associated with Hermite polynomials with q-parameter. Honam Mathematical Journal, 41(4) (2019), 781-798. (Indexed by ESCI and Web of Science).

136.   N.U. Khan, M. Ghayasuddin, Waseem A. Khan and Sarvat Zia: Some Euler integrals involving the product of Bessel function and Jacobi polynomials. Journal of Pure and Applied Mathematics, 1(5-6) (2019), 249-260. (Indexed by Google Scholar and UGC).

137.   Waseem A. Khan, Divesh Srivastava, On the generalized Apostol type –Frobenius-Genocchi polynomials. Filomat Journal, 33(7) (2019).   1967-1977. (Indexed by SCI and I. F. 0.789, Q2).

138.   Waseem A. Khan, Idrees A. Khan, Musharraf Ali, A note on q-analogue of Hermite poly-Bernoulli numbers and polynomials. Mathematica Morvica, 23(2) (2019), 1-16. (Indexed by Google Scholar).

139.    Waseem A. Khan and M. A. Pathan, On generalized Lagrange-Hermite-Bernoulli and related polynomials. Acta et. Commentationes Universitatis Tartuensis de Mathematica, 23(2) (2019), 211-224.  (Indexed by Web of Science and Scopus, Q3).

140.   Waseem A. Khan, Nisar, KS, Mehmet Acikgoz, Ugur Duran, A novel kind of Hermite-based Frobenius type Eulerian polynomials.  Proceedings of the Jangjeon Mathematical Society, 22(4) (2019), 551 – 563.  (Indexed by Scopus and Web of Science).

141.   Waseem A. Khan, Hiba Haroon, Idrees A. Khan, On p-adic integrals for degenerate Hermite-Euler numbers and polynomials. Ann. Univ. Oradea, fasc. Math., vol. 2 Tom XXVI (2019), 119-128.  (Indexed by Google Scholar and UGC).

142.   H. M. Srivastava, Waseem A. Khan, Hiba Haroon, Some expansions for a class of generalized Humbert Matrix polynomials. Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Series A. Matemáticas, (2019), 113:3619-3634. 16pp.  https://doi.org/10.1007/s13398-019-00720-6, ((Indexed by SCI & Web of Science I.F=1.406, Q1).

143.   M. A. Pathan and Waseem A. Khan, On h(x)-Euler-Fibonacci and h(x)-Euler-Lucas numbers and polynomials, Acta Universitatis Apulensis, 58 (2019), 117-133. (Indexed by Google Scholar and UGC)

144.   Waseem A. Khan, Idrees A. Khan, Moin Ahmad, Nisar KS: Sufficiency for general hypergeometric transform associated with the conic region. New trends for Mathematical Sciences, 7(2) (2019), 179-187. (Indexed by Google Scholar and UGC)

145.   Waseem A. Khan, Idrees A. Khan, J. Y. Kang, On higher-order (p,q)-Frobenius-Genocchi numbers and polynomials. Journal of Applied Mathematics & Informatics, 37(3-4) (2019), 297-307. (Indexed by Scopus).

146.   H. M. Srivastava, Serkan Araci, Waseem A. Khan, Mehmet Acikgoz, A note on the truncated exponential based Apostol type polynomials.  Symmetry, 11(538) (2019), 1-20. (Indexed by SCI & Web of Science I. F=2.645, Q2).

147.   Waseem A. Khan, Some integrals involving Wright generalized Bessel-Maitland function with Jacobi polynomial, Palestine Journal of Mathematics, Vol. 8(2)   (2019), 279-285. (Indexed by Scopus)

148.   Waseem A. Khan, M. Ghayasuddin, Divesh Srivastava: A unified double integrals involving a product of generalized Bessel function with Jacobi and Laguerre polynomials. Journal of Pure and Applied Mathematics, 1(1-2) (2019), 97-110. (Indexed by Google Scholar and UGC).

149.   Waseem A. Khan, M. S. Abouzaid, A. H. Abusufian, K. S. Nisar: Some new classes of generalized Lagrange-based Apostol type Hermite polynomials. Journal of Inequalities and Special Functions, 10(1) (2019), 1-11. (Indexed by Scopus).

150.   Waseem A. Khan, Hiba Haroon: On p-adic integral for generalized degenerate Hermite-Bernoulli polynomials attached of higher order. Honam Mathematical Journal, 41(1) (2019), 117-133. (Indexed by ESCI & Web of Science).

151.   Waseem A. Khan, M. Ghayasuddin, Divesh Srivastava: Certain new class of finite integrals involving a product of generalized Bessel functions, Journal of Science and Arts, 1(46) (2019), 149-160. (Indexed by Thomson Reuters & Web of Science).

152.   Waseem A. Khan, M. Ghayasuddin, Moin Ahmad, Certain new extension of Hurwitz-Lerch Zeta function. Journal of Applied Mathematics and Informatics, 37(1-2) (2019), 13-21. (Indexed by Scopus & Web of Science).

153.   Serkan Araci, Waseem A. Khan, Nisar KS, Symmetric properties of higher-order Hermite-Bernoulli polynomials.  Symmetry, (2018), 1-10. ((Indexed by SCI & Web of Science, I.F.=2.645, Q2).

154.   Waseem A. Khan, M. Ghayasuddin, B. M. Singh: Euler type integral operator involving generalized Mittag-Leffler function. Acta Universitatis Apulensis, 55 (2018), 23-33. (Indexed by Google Scholar and UGC).

155.   Waseem A. Khan, A note on degenerate Frobenius-Euler-Hermite polynomials. Advanced Studies in Contemporary Mathematics. 28(4) (2018), 567-576. (Indexed by Scopus & Web of Science, Q3).

156.   Waseem A. Khan, Idrees A. Khan, Moin Ahmad: Implicit summation formula for 2-variable Laguerre-based poly-Genocchi polynomials. International Journal of Analysis and Applications, 16(6) (2018), 856-867. (Indexed by ESCI & Web of Science).

157.   Waseem A. Khan, M. Ghayasuddin: A new generalized Bessel-Maitland function and its properties, Matematicki Vesnik, 70(4) (2018), 292--302. (Indexed by Scopus & Web of Science, Q3).

158.   Waseem A. Khan, M. Ghayasuddin, Divesh Srivastava: On integral operators involving a product of generalized Bessel function and Jacobi polynomial. Journal of Applied Mathematics and Informatics, 36(5-6) (2018), 397-409. (Indexed by ESCI).

159.   Waseem A. Khan, Nisar KS, Serkan Araci, M. Acikgoz, Fully degenerate Hermite poly-Bernoulli numbers and polynomials. Advances and Application in Mathematical Sciences,17(6) (2018), 461-478. (Indexed by ESCI).

160.   Waseem A. Khan, Moin Ahmad, Partially degenerate poly-Bernoulli polynomials associated with Hermite polynomials. Advanced Studies in Contemporary Mathematics, 28(3) (2018), 487-496. (Indexed by Scopus & Web of Science, Q3).

161.   Nisar, KS, Waseem A. Khan, and M. Ghayasuddin: Certain integral transforms of generalized K-Bessel functions, Analysis in Theory and Application, 2 (2018), 131-141. (Indexed by Google Scholar).

162.   Waseem A. Khan, Nisar KS: Unified integral operator involving generalized Bessel-Maitland function. Proceeding of the Jangeon Mathematical Society, 21(3) (2018), 339-346. (Indexed by Scopus & Web of Science, Q3).

163.   Waseem A. Khan, Serkan Araci, M. Acikgoz, A. Esci: Laguerre-based Hermite-Bernoulli polynomials associated with bilateral series. Tbilisi Mathematical Journal, 11(2) (2018), 111-121. (Indexed by ESCI & Web of Science).

164.   Waseem A. Khan and Nisar KS, Beta type integral formula associated with Wright generalized Bessel function. Acta Math. Univ. Comeniance, Vol. LXXXVII, 1(2018), 117-125. (Indexed by Scopus & Web of Science, Q3).

165.   Hiba Haroon, Waseem A. Khan: Degenerate Bernoulli numbers and polynomials associated with Hermite polynomials. Communication of the Korean Mathematical Society, 33(2) (2018), 651–669. (Indexed by Scopus & Web of Science, Q3).

166.   Waseem A. Khan, Nisar KS, Moin Ahmad: Some properties of Euler type integral operator involving generalized Bessel-Maitland function. Communication in Numerical Analysis, 1(2018), 1-11. (Indexed by Google Scholar).

167.   Waseem A. Khan, K. S. Nisar, Ugur Duran, Mehmet Acikgoz and Serkan Araci: Multifarious Implicit Summation Formulae of Hermite-Based poly-Daehee polynomials. Applied Mathematics and Information Sciences, 12, No.  2(2018), 305-310. (Indexed by Scopus & Web of Science, Q3).

168.   Waseem A. Khan, M. Ghayasuddin, J. Choi, and N.U. Khan:  The 3-variable Hermite poly-Bernoulli polynomials of the second.  Nonlinear Functional Analysis and Applications, Vol. 22, No. 5 (2017), 1013-1027. (Indexed by Scopus & Web of Science).

169.   Waseem A. Khan, Nisar KS and J. Choi: An integral formula of the Mellin transform type involving the extended Wright Bessel function. Far East Journal of Mathematical Sciences, Volume 102, Number 11, (2017), 2903-2912. (Indexed by Scopus & Web of Science).

170.   N.U. Khan, M. Ghayasuddin, Waseem A. Khan and Sarvat Zia: Study of integral transforms associated with generalized Bessel function. Italian Journal of Pure and Applied Mathematics, 38(2017), 61-68. (Indexed by Scopus & Web of Science).

171.   Waseem A. Khan, Serkan Araci, Mehmet Acikgoz, and Hiba Haroon: A new class of partially degenerate Hermite-Genocchi polynomials. Journal of Nonlinear Sciences and Applications, Vol. 10 (2017), 5072-5081. (Indexed by ESCI & Web of Science, I.F. 1.21).

172.   M. Kamarujjama, Waseem A. Khan and N.U. Khan: Integral transform and generating functions associated with generalized Horn’s function. Southeast Asian Bulletin of Mathematics, Vol. 41(2017), 413-420. (Indexed by Google Scholar and UGC).

173.   Waseem A. Khan, Idrees A. Khan, and B.M Singh: On Unified integral associated with the generalized Mittag-Leffler function. Global Journal of Pure and Applied Mathematics, Volume 13, Number 9 (2017), 4415-4424. (Indexed by Google Scholar).

174.   Waseem A. Khan, Hiba Haroon, Nisar KS, Taekyun Kim: A new class of Laguerre-based poly-Bernoulli polynomials. Global Journal of Pure and Applied Mathematics, Volume 13, Number 8 (2017), 4175–4188. (Indexed by Google Scholar).

175.   Waseem A. Khan, A note on Hermite-based poly-Euler and multi poly-Euler polynomials.  Palestine Journal of Mathematics, 5(1) (2017), 17-26. (Indexed by Scopus).

176.   Waseem A. Khan, M. Ghayasuddin: Some symmetric identities for the generalized Hermite-Euler and Hermite-Genocchi polynomials. Journal of Analysis and Number Theory, Vol.5 (2) (2017), 1-7. (Indexed by Google Scholar).

177.   Waseem A.Khan, M. Ghayasuddin, and M. Shadab: Multiple poly-Bernoulli polynomials of the second kind associated with Hermite polynomials. Fasciculi Mathematici, Vol. (58) (2017), 97-112. (Indexed by Google Scholar and UGC).

178.   Waseem A. Khan, N.U.Khan and Sarvat Zia: Symmetry identities for generalized Hermite-based Apostol-Euler and Apostol-Genocchi polynomials. Journal of Fractional Calculus and Applications, 8(1) (2017), 173-185. (Indexed by Google Scholar).

179.   Nisar, KS, Waseem A. Khan, and Abdallah H. Abushufiyan: Certain integral transform of k-Bessel function. Palestine Journal of Mathematics, Vol. 6(1)  

          (2017), 1-6. (Indexed by Scopus).

180.   Waseem A. Khan, Hiba Haroon, Some symmetric identities for the generalized Bernoulli, Euler, and Genocchi polynomials associated with Hermite polynomials.  Springer Plus, 5(1) (2016), 1-21: DOI 10.1186/s40064-016-3585-3.    

           (Indexed by SCI & Web of Science, I. F=0.982).

181.   Waseem A. Khan, Serkan Araci, Mehmet Acikogz: A new class of Laguerre-based Apostol type polynomials. Cogent Mathematics (2016), 3: 1243839 http://dx.doi.org/10.1080/23311835.2016.1243839. (Indexed by ESCI & Web of Science).

182.   Serkan Araci, Waseem A. Khan, Mehmet Acikogz, C, Ozel, P, Kumam, A new generalization of Apostol type Hermite-Genocchi polynomials and its applications.  Springer Plus, (2016), 5:860, DOI 10.1186/S40064-016-2357-4, (I. F=0.982). (Indexed by SCI & Web of Science, Q1).

183.   M.A. Pathan and Waseem A. Khan: A new class of generalized polynomials associated with Hermite and Euler polynomials. Mediterranean Journal of Mathematics, 13(2016), 913-928. (Indexed by SCI & Web of Science, I.F.=0.84, Q1).      

184.N.U. Khan, M. Ghayasuddin, Waseem A. Khan and Sarvat Zia: On integral operator involving Mittag-Leffler Function. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, Vol.5 (1) (2016), 50-57. (Indexed by Google Scholar and UGC).

185.   Waseem A. Khan: Degenerate Hermite-Bernoulli numbers and polynomials of the second kind. Prespacetime Journal, Vol.7 (9) (2016), 1200-1208. (Indexed by Google Scholar).

186.   Waseem A. Khan: A note on degenerate Hermite poly-Bernoulli numbers and polynomials. Journal of Classical Analysis, 8(1) (2016), 65-76. (Indexed by ESCI & Web of Science).

187.   Waseem A. Khan: A new class of Hermite poly-Genocchi polynomials. Journal of Analysis and Number Theory, 4 (2016), 1-8. (Indexed by Google Scholar).

188.   Waseem A. Khan, N.U.Khan and Sarvat Zia: A note on Hermite poly-Bernoulli numbers and polynomials of the second kind. Turkish Journal of Analysis and Number Theory, 3(1) (2015), 120-125. (Indexed by Google Scholar).

189.   N.U. Khan, M. Ghayasuddin, Waseem A. Khan and Sarvat Zia: Certain unified integral involving Generalized Bessel-Maitland function. Southeast Asian Journal of Mathematics and Mathematical Science, 11 (2) (2015), 27-36. (Indexed by Google Scholar and UGC).

190.   Waseem A. Khan: Some properties of the generalized Apostol type Hermite-Based Polynomials. Kyung Pook Mathematical Journal, 55(2015), 597-614. (Indexed by Scopus & Web of Science).

191.   M.A. Pathan and Waseem A. Khan:  Some new classes of generalized Hermite-based Apostol-Euler and Apostol-Genocchi polynomials. Fasciculi Mathematici, Vol. 55 (2015), 158-170. (Indexed by Google Scholar and UGC).

192.   M.A. Pathan and Waseem A. Khan: A new class of generalized polynomials associated with Hermite and Bernoulli polynomials. Le Matematiche, Vol. 70(2015), 53-70. (Indexed by ESCI & Web of Science).

193.   M.A. Pathan and Waseem A. Khan: Some implicit summation formulas and symmetric identities for the generalized Hermite-Bernoulli polynomials. Mediterranean Journal of Mathematics, 12 (2015), 679–695.  (Indexed by SCI & Web of Science, I.F.=0.84, Q1).

194.   M.A. Pathan and Waseem A. Khan: Some implicit summation formulas and symmetric identities for the generalized Hermite-Euler polynomials. East-West Journal of Mathematics, Vol. 2 (2014), 92-109. (Indexed by Google Scholar and UGC).

195.    M.A. Pathan and Waseem A. Khan: Some implicit summation formulas and symmetric identities for the generalized Hermite-Based polynomials. Acta Universitatis Apulensis, Vol. 39 (2014), 113-136. (Indexed by Google Scholar and UGC).

196.    Waseem A. Khan and Sarvat Zia: Several identities for the generalized Apostol-Euler and Apostol-Genocchi polynomials. Journal of Mathematical and Computational Science, Vol. 3(2014), 542-557. (Indexed by Google Scholar).

197.   M. Kamarujjama and Waseem A. Khan: On Laplace transform of generalized Whittaker function of Multivariable’s. Italian Journal of Pure and Applied Mathematics, Vol. 32(2014), 67-72. (Indexed by Scopus).

198.   M. Kamarujjama and Waseem A. Khan: On certain integral transforms and generalized Voigt function. Journal of Gwalior Academy of Mathematical Science, Vol. 4(2013), 20-31. (Indexed by Google Scholar).     

199.    M. Kamarujjama, N.U. Khan and Waseem A. Khan: Some transformations of hypergeometric series of two and three variables. International Journal of Applied Mathematics, Vol. 4(2013), 635-642. (Indexed by Google Scholar).

200.    M. Kamarujjama and Waseem A. Khan: On some generating relations involving generalized Mittag-Leffler’s function. Southeast Asian Bulletin of Mathematics, Vol. 36(2012), 363-368. (Indexed by ESCI, Web of Science).

201.    M. Kamarujjama, N.U. Khan and Waseem A. Khan: Some multiple generating functions involving Mittag-Leffler’s functions. International Journal of Engineering Science and Technology, Vol. 36(2011), 220-225. (Indexed by Google Scholar).

202.   M. Kamarujjama and Waseem A. Khan: A short note on Exton’s result. Jnanabha, Vol. 41(2011), 47-50. (Indexed by Google Scholar and UGC).

203.   M. Kamarujjama and Waseem A. Khan, On infinite series of hypergeometric function of three variables. Global Journal of Pure and Applied Mathematics, Vol. 71(2011), 83-88. (Indexed by Scopus).

 

Conference Paper Published/Accepted

  1. 1.     A. Iqbal, T. Akram, Waseem A. Khan,  A. Ali, A Powerful High-Order B-Spline Galerkin Technique for Numerical Solutions of Advection-Diffusion Equation. In: Kumar, R., Verma, A.K., Verma, O.P., Wadehra, T. (eds) Soft Computing: Theories and Applications. SOCTA 2024. Lecture Notes in Networks and Systems, vol 971. Springer, Singapore (Indexed by Scopus).

    2.     A. Iqbal, T. Akram, Waseem A. Khan,  A. Ali, Numerical Simulations of Third-Order Singularly Perturbed Boundary Value Problems. In: Kumar, R., Verma, A.K., Verma, O.P., Wadehra, T. (eds) Soft Computing: Theories and Applications. SOCTA 2024. Lecture Notes in Networks and Systems, vol 971. Springer, Singapore. (Indexed by Scopus).

    3.     Waseem A. Khan, N. Maneria, Azhar Iqbal, J. Miandad, A Study on λ-Analogue Type of Degenerate Daehee Polynomials and Numbers. In: Kumar, R., Verma, A.K., Verma, O.P., Wadehra, T. (eds) Soft Computing: Theories and Applications. SOCTA 2024. Lecture Notes in Networks and Systems, vol 971. Springer, Singapore. (Indexed by Scopus).

    4.     Waseem A. Khan, N. Maneria, Azhar Iqbal, A. Sarosh, Some Explicit Formulas for Changhee–Genocchi Polynomials and Numbers. In: Kumar, R., Verma, A.K., Verma, O.P., Wadehra, T. (eds) Soft Computing: Theories and Applications. SOCTA 2024. Lecture Notes in Networks and Systems, vol 971. Springer, Singapore. (Indexed by Scopus).

    5.    Waseem A. Khan, New type of partially degenerate Changhee-Genocchi polynomials and numbers. International Conference on Computing, Networks & Renewable Energy AIP Conference Proceedings-2900, 020001 2024. (Indexed by Scopus).

    6.    Waseem A. Khan, Azhar Iqbal, M. Nadeem, A note on Laguerre-based Appell-type Daehee polynomials and numbers. 7th International Conference on Soft Computing: Theories and Applications. Volume 627 (2023), 589-599. (Indexed by Scopus).

    7.    Azhar Iqbal, Waseem A. Khan, A new family of generalized Euler-Genocchi polynomials associated with Hermite polynomials. 7th International Conference on Soft Computing: Theories and Applications. Volume 627 (2023), 59-73. (Indexed by Scopus).

    8.    Azhar Iqbal, Waseem A. Khan, M. Nadeem, New type of degenerate Changhee-Genocchi polynomials of the second kind. 7th International Conference on Soft Computing: Theories and Applications. Volume 627 (2023), 411-422. (Indexed by Scopus).

    9.    A. K Singh, I. A. Khan, N. A Libdeh, Waseem A. Khan, On bivariate kinds of (p,q)-Euler polynomials. 7th International Conference on Soft Computing: Theories and Applications. Volume 627 (2023), 109-119. (Indexed by Scopus).

    10. Virender Singh, Waseem A. Khan,   Certain properties associated with second kind Chebyshev matrix polynomials in two variables. Fourth International Conference on Frontiers in Industrial and Applied Mathematics. Volume 410 (2023), 49-65. (Indexed by Scopus).

    11. Waseem A. Khan, Azhar Iqbal, A study on degenerate 1/2-Changhee numbers and polynomials. 6th International Conference on Soft Computing: Theories and Applications. Vol. 425 (2022), 933-944. (Indexed by Scopus).

    12.  Azhar Iqbal, Waseem A. Khan, Some properties of q-Hermite Fubini numbers and polynomials. 6th International Conference on Soft Computing: Theories and Applications.Vol. 425 (2022), 917-931. (Indexed by Scopus).

    13.  Azhar Iqbal, Waseem A. Khan, Generalized modified Changhe-Genocchi polynomials and numbers. International Conference on Hybrid Intelligence: Theories and Applications. (2024). In Press.  (Indexed by Scopus).

    14.  Azhar Iqbal, Waseem A. Khan, A study on w-Bernoulli polynomials second kind extension. International Conference on Hybrid Intelligence: Theories and Applications. (2024). In Press.  (Indexed by Scopus).

    15.  Waseem A. Khan, Azhar Iqbal, Degenerate extended Changhe polynomials of the second kind. International Conference on Hybrid Intelligence: Theories and Applications. (2024). In Press.  (Indexed by Scopus).

    16.  Waseem A. Khan, Azhar Iqbal, Exploring Changhee-Frobenius-Euler and Genocchi polynomials: A brief study. International Conference on Hybrid Intelligence: Theories and Applications. (2024). In Press.  (Indexed by Scopus).

    17.  Waseem A. Khan, New several types of differential equations for degenerate quantum Bernoulli polynomials by using (q,h) derivatives. Modeling discrete and continuous systems governed by ordinary, partial, and fractional derivatives, Springer (2024).  (Indexed by Scopus).

    18. Waseem A. Khan, S. El-Nakla, D. Bedoya, Evaluate properties of Bell-based Frobenius-Sigmoid polynomials and applications in computer modeling. International Symposium on advanced electrical and communication technologies. (2024). In Press.  (Indexed by Scopus).

    19.   Waseem A. Khan, Azhar Iqbal, Probabilistic new type degenerate Bell polynomials of the second kind associated with random variables. 9th International Conference on Soft Computing: Theories and Applications. (2024). In Press. (Indexed by Scopus).

    20.  Waseem A. Khan, Azhar Iqbal, Probabilistic degenerate derangement polynomials of the second kind associated with random variables.. 9th International Conference on Soft Computing: Theories and Applications. (2024). In Press. (Indexed by Scopus).

    21.  Azhar Iqbal, Waseem A. Khan, Some identities of new type degenerate Bell polynomials of the second kind with their applications. 9th International Conference on Soft Computing: Theories and Applications. (2024). In Press. (Indexed by Scopus).

    22.  Azhar Iqbal, Waseem A. Khan, A comprehensive study exploring probabilistic fully degenerate Bell polynomials linked to random variables. 9th International Conference on Soft Computing: Theories and Applications. (2024). In Press. (Indexed by Scopus).

        Book Chapter

  1. Waseem A. Khan, New several types of differential equations for degenerate quantum Bernoulli polynomials by using (q,h) derivatives. Modeling discrete and continuous systems governed by ordinary, partial, and fractional derivatives, Springer (2024). In Press. (Indexed by Scopus).

 

Dr. Waseem Ahmad Khan                                                       

Assistant Research Professor

Department of Electrical Engineering, College of Engineering, Prince Mohammad Bin Fahd University, Al Khobar, Saudi Arabia

Hand held: 00966569242353

E-mail: wkhan1@pmu.edu.sa

Professional/ Social Links

 

Research Gate:          https://www.researchgate.net/profile/Dr_Waseem_Khan

Google Scholar:         https://scholar.google.com/citations?user=Jz7jvx0AAAAJ

Orcid:                         https://orcid.org/0000-0002-04681-9885

Scopus ID:                 56243465000

Skype ID:                   waseem.khan19823

Web of Science Researcher ID: AAT-5276-2021 https://www.webofscience.com/wos/author/record/AAT-5276-2021

Top 2 Percent Scientists by Stanford University and Elsevier in 2023 and 2024.

 

https://elsevier.digitalcommonsdata.com/datasets/btchxktzyw/6.

 

January 2020-Present Assistant Research Professor in the Department of Electrical Engineering, College of Engineering, Prince Mohammad Bin Fahd University, Saudi Arabia.

 

August 2011 to December 2019 Assistant Professor in the Department of Mathematics, Faculty of Science, Integral University, Lucknow, India.

 

 

Engineering Mathematics-I, Engineering Mathematics-II, Engineering Mathematics-III, Higher Engineering Mathematics, Numerical Analysis, Complex Analysis, Calculus-I Calculus II, Calculus-III, Introductory Algebra, Ordinary differential Equations, Vector Analysis and Geometry, Special Functions.

 

Special Functions and Orthogonal Polynomials, Integral Transforms, Degenerate Appell polynomials, P-adic, Umbral Calculus.

Editorial Experience

  • Associate Editor, Tamap Journal of Mathematics and Statistics, Turkey, 2018-present
  • Associate Editor, Journal of Applied Mathematics and Informatics, South Korea, 2021-present.
  • Section Editor, Journal of Applied Mathematics and symbolic, India, 2024-present

Reviewer

Communication of the Korean Mathematical Society, Miskolc Mathematical Notes, Bulletin of the Iranian Mathematical Society (Springer), Moroccan Journal of Pure and Applied Analysis, Applied Mathematics and Informatics Sciences (NSP),  Sohag Journal of Mathematics (NSP), Journal of Analysis and Number Theory (NSP), Advances Difference Equation (Springer), New Trends in Mathematical Sciences, Advanced Studies in Contemporary Mathematics, Konuralp Journal of Mathematics, Communications of numerical analysis, Open Mathematics, Annals of Oradea University-Mathematics Fascicola, European Journal of Pure and Applied Mathematics, Honam Mathematical Journal, Proceeding “Mathematical Methods in Applied Sciences”(Springer), Journal of Mathematics and Computer Science, Italian Journal of Pure and Applied Mathematics, Applications and Applied Mathematics, An International Journal, International Journal of Applied Mathematics and Computation(Springer), Journal of Function Spaces (Hindawi Press), Mathematical and Computational Applications (MDPI Press), Filomat Journal, Notes on number theory and Discrete Mathematics, Computer Modeling in Engineering & Sciences, Proceeding of the Jangjeon Mathematical Society, Fractal and Frcational (MDPI), Journal of Integers, The Journal of Analysis (Springer), Symmetry (MDPI), Axiom (MDPI), Journal of Mathematics (Hindawi). Applied Mathematics in Science and Engineering (Taylor and Francisco), International Journal of Mathematics and Mathematical Sciences (Hindawi). Discrete dynamics in nature and Society (Hindawi), Cogent Mathematics and Statistics (Taylor and Francisco).

Membership of Academic Societies

  • Life Member of “Society for Special Functions and their Applications (SSFA)” Lucknow, India.
  • Life Member of “Gwalior Academy of Mathematical Science (GAMS)” Gwalior, India.