DEPARTMENT.FACULTY

photo
Dr. Javid Ali
  • DEPARTMENT_STAFF.QUALIFICATION

    Ph.D. (AMU), P.D.F. (IITK and UPC Barcelona)

  • DEPARTMENT_STAFF.DESIGNATION

    Associate Professor

  • DEPARTMENT_STAFF.THRUST_AREA

    Fixed Point Theory and Its Applications, Functional Differential Equations

  • DEPARTMENT_STAFF.ADDRESS

    Department of Mathematics, Aligarh Muslim University, Aligarh 202002, India

  • DEPARTMENT_STAFF.MOBILE

    9457601186

  • DEPARTMENT_STAFF.EMAIL

    javid.mm@amu.ac.in, javid_fpt@yahoo.co.in

DEPARTMENT_STAFF.COMPLETE_CV
DEPARTMENT_STAFF.PROFILE
1. B.Sc. (2000), Agra Univ. 2. M.Sc. (2002), AMU Aligarh 3. M.Phil (2004), AMU Aligarh 4. Ph.D. (2008), AMU, Aligarh 5. Post-doc (2008-2010), IIT Kanpur 6. Post-doc (2010-2011), UPC, Barcelona, Spain
  1. Research Paper Publications 2024

    1.  I. Haque, Javid Ali and Juan J. Nieto, Controllability of \psi-Hilfer fractional differential equations with infinite delay via measure of noncompactness, Nonlinear Anal: Modeling & Control 29(2) (2024), 379-399.

    2.    Javid Ali and M. Jubair, Estimation of common fixed points of SKC mappings and an application to fractional differential equations, J. Anal. 32 (2024), 889-913.

    3.     I. Haque, Javid Ali and M. Malik, Controllability of fractional dynamical systems with (k, \psi)-Hilfer fractional derivative, J. Appl. Math. Comp. 70 (2024), 3033-3051.

    4.  I. Haque and Javid Ali, Best proximity point theorems via measure of non-compactness and application to a system of Caputo fractional differential equations, Filomat 38(14) (2024), 5099-5111.

    5.   I. Haque, Javid Ali and M. Mursaleen, Solvability of infinite system of implicit fractional integral equations of two variables in tempered sequence spaces via generalized Darbo’s fixed point theorem, J. Anal. (2024), online published https://doi.org/10.1007/s41478-024-00746-z.

    6.  I. Haque and Javid Ali, A survey on recent best proximity point results using measure of non-compactness and applications, Book Chapter in Measure of Noncompactness, Fixed Point Theorems and Applications, CRC Press, 2024, 52-70.

    7.  Javid Ali and A. Thakur, Controllability of \psi-Hilfer fractional differential equation with non-local conditions via measure of non-compactness, J. Nonlinear Conv. Anal. (2024), accepted.

  2. Research Paper Publications 2023

    1.  Javid Ali and M. Jubair, Fixed points theorems for enriched non-expansive mappings in geodesic spaces, Filomat 37(11) (2023), 3403-3409.

    2.    Javid Ali and M. Jubair, Existence and estimation of the fixed points of enriched Berinde nonexpansive mappings, Miskolc Math. Notes 24(2) (2023), 541-552.

    3.     I. Haque, Javid Ali and M. Mursaleen, Solvability of infinite system of Langevin fractional differential equation in a new tempered sequence space, Fractional Cal. Appl. Anal. 26 (2023), 1894-1915.

    4.   I. Haque, Javid Ali and M. Mursaleen, Existence of solutions for an infinite system of Hilfer fractional boundary value problems in tempered sequence spaces, Alexandria Engg. J. 65 (2023), 575-583.

    5.    F.A. Khan, Javid Ali, F.N. Albishi and Faik Gursoy, A generalized nonlinear quasi-variational-like inclusion problem involving fuzzy mappings, Soft Computing Optimization, Springer Nature, Singapore, 2023, 171-181.

  3. Research Paper Publications 2022

    1. Javid Ali, M. Jubair and Faeem Ali, Stability and convergence of F iterative scheme with an application to the fractional differential equation, Engineering with Computers 38 (2022), 693-702.

    2. A. Bera, A. Chanda, L.K. Dey and Javid Ali, Iterative approximation of fixed points of a general class of non-expansive mappings in hyperbolic metric spaces, J. Appl. Math. Comp. 68 (2022), 1817-1839.

    3. I. Haque, Javid Ali and M. Mursaleen, Solvability of implicit fractional order integral equation in (1 ? p < ?) space via generalized Darbo’s fixed point theorem, J. Function Spaces, Vol. 2022, 8 pp. 

    4. B.C. Dhage, J.B. Dhage and Javid Ali, Monotone iteration method for general nonlinear two point boundary value problems with deviating arguments, Carpathian J. Math. 38(2) (2022), 405-415.

    5. Javid Ali, M. Jubair and S. Kumar, Estimating fixed points via new iterative scheme with an application, J. Function Spaces, Vol. 2022, 11 pp.

    6.  F.A. Khan, E.M. Aljohani and Javid Ali, Iterative algorithm for random generalized nonlinear mixed variational inclusions with random fuzzy mappings, Nonlinear Functional Anal. Appl., 27(4) (2022), 869-879. 


  4. Research Paper Publications 2021

    1.     Faeem Ali, Javid Ali and I. Uddin, A novel approach for the solution of BVPs via Green’s function and fixed point iterative method, J. Appl. Math. Comp., 66(2021), 167-181.

    2.  Javid Ali, Faeem Ali and F.A. Khan, Estimation of fixed points of Hardy and Roger's generalized non-expansive mappings, Azerbaijan J. Math. 11(SI) (2021), 49-63.

    3. Javid Ali and Izhar Uddin, Convergence of SP-iteration for generalized nonexpansive mapping in Banach spaces, Ukrainian Math. J. 73(6) (2021), 738-748.

    4.     S. Khatoon, I. Uddin, Javid Ali and R. George, Common fixed points of two G-nonexpansive mappings via a faster iteration procedure, J. Function Spaces, Vol. 2021, Article ID 9913540, 8 pages.

    5.  Javid Ali, F.A. Khan, M. Jubair and Y. Sarac, Estimating fixed points of non-expansive mappings with an application, AIMS Maths. 6(9), 2021, 9590-9601.

    6.     M. Imdad, A. Alam, Javid Ali and S. Radenovic, Unified multi-tupled fixed point theorems involving monotone property in ordered metric spaces, Chapter in Advances in Metric Fixed Point Theory & Appl. (Springer), 2021, 409-440.

    7.  F.A. Khan, M.G. Alshehri and J. Ali, Random generalized nonlinear implicit variational-like inclusion problem involving random fuzzy mappings, J. Math. Anal., 12(2) (2021), 82-94.

    8.  A. Bera, A. Chanda, L.K. Dey and Javid Ali, Iterative approximation of fixed points of a general class of non-expansive mappings in hyperbolic metric spaces, J. Appl. Math. Comp. (2021), online published.

    9.  M. Jubair, F. Ali and Javid Ali, Convergence and stability of an iteration process and solution of a fractional differential equation, J. Inequa. Appl. (2021), 2021:144.

    10. A. Thakur, Javid Ali and R.R. Lopez, Existence of solutions to a class of nonlinear arbitrary order differential equations subject to integral boundary conditions, Fractal & Fract. 5(4):220, 2021.

    11. F.A. Khan, A.S. Aljohani, M.G. Alshehri and J. Ali, A random generalized nonlinear implicit variational-like inclusion with random fuzzy mappings, Nonlinear Functional Anal. Appl. 26(4) (2021), 15 pp.

    12.  Faeem Ali, Javid Ali and Rosana R. Lopez, Approximations of fixed points and the solution of a nonlinear integral equation, Nonlinear Functional Anal. Appl. 26(5) 2021, in press.

    13. F.A. Khan, A.M. Alanazi and J. Ali, Parametric generalized multi-valued nonlinear quasi-variational inclusion problem, Nonlinear Functional Anal. Appl. 26(5) 2021, in press.

  5. Research Paper Publications 2020
    1. Javid Ali, Faeem Ali and Juan J. Nieto, Some observations on generalized nonexpansive mappings with an application, Comp. Appl. Math. 39 (2020), 39:74. 
    2. F.A. Khan, A.M. Alanazi and Javid Ali, Parametric generalized set-valued implicit quasi-variational-like inclusion problem in uniformly smooth Banach space, J. Math. Anal. 11(2) (2020), 72-85. 
    3. Javid Ali and Faeem Ali, A new iterative scheme to approximating fixed points and the solution of delay differential equation, J. Nonlinear Convex Anal. 21(9) (2020), 2151-2163. 
    4. I. Uddin, Javid Ali and F. Gursoy, Stability and data dependence results for Zamfirescu multi-valued mappings, TWMS J. Appl. Engg. Math. 10(3) (2020), 702-709. 
    5. Faeem Ali and Javid Ali, Convergence, stability and data dependence of a new iterative algorithm with an application, Comp. Appl. Math. 39 (2020), 39:267. 
    6. Faeem Ali, Javid Ali and I. Uddin, A novel approach for the solution of BVPs via Green’s function and fixed point iterative method, J. Appl. Math. Comp., 2020, online published. 
    7. Javid Ali, M. Jubair and Faeem Ali, Stability and convergence of F iterative scheme with an application to the fractional differential equation, Engineering with Computers, 2020, DOI: 10.1007/s00366-020-01172-y, Online published. 
  6. Research Paper Publications 2019
    1. Javid Ali and Faeem Ali, Approximation of common fixed points and the solution of image recovery problem, Results Math. 74 (2019), 74:130. 
    2. Javid Ali, Faeem Ali and P. Kumar, Approximation of fixed points of Suzuki’s generalized non-expansive mappings, Mathematics 5 (2019), pp 11. 
    3. Javid Ali, I. Uddin and V. Rakocevic, Some convergence theorems for new iteration scheme in CAT(0) spaces, Miskolc Math. Notes 20(2019), 1285-1297. 
  7. Research Paper Publications 2018
    1. F.A. Khan and Javid Ali, Sensitivity analysis for a parametric generalized mixed multi-valued implicit quasi-variational inclusion, J. Math. Anal. 9(5) (2018), 16-27. 
    2. I. Uddin, Javid Ali, Juan J. Nieto, An iteration scheme for a family of multivalued mappings in CAT(0) spaces with an application to image recovery, RACSAM 112 (2018), 373-384. 
  8. Research Paper Publications 2017
    1. Javid Ali, M. Imdad and M. Hasan, Strict common fixed points of nonlinear mappings via ?-distances with an application, Filomat 31(2017), 3233-3248. 
    2. Javid Ali, M.A. Ahmed and H.A. Nafadi, Common fixed point theorems for Lfuzzy mappings in b-metric spaces, J. Appl. Math. Infor. 35(2017), 231-239. 
  9. Research Paper Publications 2016
    1. M. Ahmadullah, Javid Ali and M. Imdad, Unified relation-theoretic metrical fixed point theorems under an implicit contractive condition with an application, Fixed Point Theory Appl. (2016) 2016:42. 
    2. Izhar Uddin, J.J. Nieto and Javid Ali, One Step Iteration Scheme for multivalued nonexpansive mappings in CAT(0) Spaces, Mediterranean J. Math. 13(2016), 1211-1225. 
    3. Javid Ali, M.A. Ahmed and H.A. Nafadi, Common fixed points for hybrid pairs of maps in modified intuitionistic fuzzy metric spaces, J. Intelligent Fuzzy Systems 31(2016), 2027-2033. 
    4. Javid Ali, V. Popa and M. Imdad, Strict common fixed point theorems for hybrid pairs of mappings via altering distances and an application, Honam Math. J. 38(2016), 213-228. 
    5. A. Alam, M. Imdad and Javid Ali, Unified multi-tupled fixed point theorems involving mixed monotone property in ordered metric spaces, Cogent Math. (2016), 3: 1248270. 
  10. Research Paper Publications 2015
    1. Izhar Uddin, M. Imdad and Javid Ali, Convergence theorems for a hybrid pair of generalized nonexpansive mappings in Banach spaces, Bull. Malaysian Math. Sci. Soc., 38(2015), 695-705.
  11. Research Paper Publications 2013
    1. J. Iqbal and Javid Ali, Wavelet packet transform on Lp(R) spaces, J. Nonlinear Sci. Appl. 6(2013), 305-311. 
  12. Research Paper Publications 2012
    1. M. Imdad, Javid Ali and M. Hasan, Common fixed point theorems in fuzzy metric spaces employing common property (E.A), Math. Comp. Modeling, 55(2012), 770-778
    2. M. Imdad, Javid Ali and M. Hasan, Common fixed point theorems in modified IFMS, Iranian J. Fuzzy Systems, 9(5)(2012), 77-92. 
    3. V. Popa, M. Imdad and Javid Ali, On strict common fixed points of hybrid mappings in 2-metric spaces, J. King Saud University-Science, 24(2012), 289- 294. 
  13. Research Paper Publications 2011
    1. . M. Imdad, Javid Ali and M. Tanveer, Remarks on some recent metrical common fixed point theorems, Applied Math. Letters, 24(2011), 1165-1169.
    2. . Javid Ali, M. Imdad, D. Mihet and M. Tanveer, Common fixed points of strict contractions in Menger spaces, Acta Math. Hungarica 132(4)(2011), 367-386. 
    3. M. Imdad, Javid Ali and V. Popa, Impact of occasionally weakly compatible property on common fixed point theorems for expansive mappings, Filomat, 25(2)(2011), 79-89 
  14. Research Paper Publications 2010
    1. Javid Ali, M. Imdad and D. Bahuguna, Common fixed point theorems in Menger spaces with common property (E.A), Comp. Math. Appl., 60(2010), 3152-3159. 
    2. . Javid Ali and M. Imdad, Common fixed points of nonlinear hybrid mappings under strict contractions in semi-metric spaces, Nonlinear Anal. (HS), 4(2010), 830-837. 
    3. V. Popa, M. Imdad and Javid Ali, Using implicit relations to prove unified fixed point theorems in metric and 2-metric spaces, Bull. Malaysian Math. Sci. Soc., 33(2010), 105-120. 
    4. M. Imdad and Javid Ali, Remarks on a common fixed point theorem in compact metric spaces, Math. Commun., 15(2010), 107-116. 
    5. V. Popa, M. Imdad and Javid Ali, Fixed point theorems for a class of mappings governed by strictly contractive implicit function, Southeast Asian Bull. Math., 34(2010), 941-952. 
  1. Publication

    1. M. Ahmadullah, Javid Ali and M. Imdad, Unified relation-theoretic metrical fixed point theorems under an implicit contractive condition with an application, Fixed Point Theory Appl. (2016) 2016:42.

    2. Izhar Uddin, J.J. Nieto and Javid Ali, One Step Iteration Scheme for multivalued nonexpansive mappings in CAT(0) Spaces, Mediterranean J. Math. 13(2016), 1211-1225.

    3. Javid Ali, M.A. Ahmed and H.A. Nafadi, Common fixed points for hybrid pairs of maps in modified intuitionistic fuzzy metric spaces, J. Intelligent Fuzzy Systems 31(2016), 2027-2033. 

    4. Javid Ali, V. Popa and M. Imdad, Strict common fixed point theorems for hybrid pairs of mappings via altering distances and an application, Honam Math. J. 38(2016), 213-228.

    5. A. Alam, M. Imdad and Javid Ali, Unified multi-tupled fixed point theorems involving mixed monotone property in ordered metric spaces, Cogent Math. (2016), 3: 1248270. 

    6. Javid Ali, M. Imdad and M. Hasan, Strict common fixed points of nonlinear mappings via \delta-distances with an application, Filomat 31(2017), 3233-3248.

    7. I. Uddin, Javid Ali, Juan J. Nieto, An iteration scheme for a family of multivalued mappings in CAT(0) spaces with an application to image recovery, RACSAM 112 (2018), 373-384. 

    8. Javid Ali and Faeem Ali, Approximation of common fixed points and the solution of image recovery problem, Results Math. 74 (2019), 74:130.

    9. Javid Ali, Faeem Ali and P. Kumar, Approximation of fixed points of Suzukiâ??s generalized non-expansive mappings, Mathematics 5 (2019), pp 11.

    10. Faeem Ali, Javid Ali and Juan J. Nieto, Some observations on generalized non-expansive mappings with an application, Comp. Appl. Math. 39 (2020), 39:74.

    11. Faeem Ali, Javid Ali and I. Uddin, A novel approach for the solution of BVPs via Green’s function and fixed point iterative method, J. Appl. Math. Comp., 66(2021), 167-181.

LISTDownloadUPLOADED DATE
Relation-Function
06/04/2020
Limit-Differentiation
06/04/2020
Advanced-Calculus-Assignment-1
19/04/2020
Unit-II - Continuity
06/05/2020
Unit-II - Differentiability
06/05/2020
Adv-Cal-L1
18/11/2021
Syllabus-Adv-Calculus
18/11/2021