Personal Details

Name: Waleed Mohammad Naji Ali Alfaqih

Date of birth: 01/08/1986

Gender: Male

Marital Status: Married

Nationality: Yemeni

E-mail: waleedmohd2016@gmail.com

Mobile/Whatsapp: 00967780342420

Websites

Research Gate/ Google Scholars: Waleed Mohammad Alfaqih

Education

• Ph.D. Mathematics

          Aligarh Muslim University

          India

** M.Sc. Mathematics

Osmania University

India

1. Ed Mathematics

Hajjah University

Yemen

Languages

Arabic

English

Conferences

1. International Conference on on Analysis and its Applications (ICAA-2015) AMU, Aligarh,
   India, Dec. 19-21, 2015. (Participation)
   2. International Conference on on Algebra and its Applications (ICAA-2016) AMU, Aligarh,
   India, Nov. 12-14, 2016. (Participation)
   3. International Conference on on Analysis and its Applications (ICAA-2017) AMU, Aligarh,
   India, Nov. 20-22, 2017. (Presentation)
   4. International Conference on Algebra and Applied Analysis (ICAAA-2018) Integral University, Lucknow, India, Aug. 9-11, 2018. (Presentation)
   5. International Conference on Mathematical Analysis and Its Applications (ICMAA-2019) South Asian University, Delhi, India, Dec. 14-16, 2019. (Presentation)
   6. International Conference on on Algebra and Related Topics with Applications (ICARTA-2019) AMU, Aligarh, India, Dec. 17-19, 2017. (Participation)

Training Workshops

1. International Workshop on Convex Analysis and Optimization, IWCAO-2017. (AMU, India) 14-19 Nov. 2017.
   2. Annual Foundation Schools (AFS-I), Organized by IIT-Bombay at (IIT- Delhi, India) 4-30
   Dec. 2017.
   3. Workshop on Data Analysis Using SPSS, MINITAB and R Department of Statistics &
   Operations Research (AMU, India) 01-07 April 2016.

Research Papers    

• Imdad, Md Hasanuzzaman, W. M. Alfaqih     Relation-Theoretic Fixed Point Results for Set-Valued Mappings via Simulation Functions with An Application}} Filomat 6 (36)  2022.\\
• Perveen, W. M. Alfaqih and M. Imdad \theta^*$-weak contractions and discontinuity at the fixed point with applications to matrix and integral equations Axioms 10 (209) 2021, 1–13.\\
• M. Alfaqih, B. Ali M. Imdad and S. Sessa Fuzzy relation-theoretic contraction principle Journal of Intelligent \& Fuzzy Systems, 40 (3) 2021, 4491-4501.\\
• M. Saleh, S. Sessa, W. M. Alfaqih and F. Shaddad

Common fixed point results for almost $\mathcal{R}_{g}$-Geraghty type contraction mappings in $b_2$-metric space  with an application to integral equations Axioms, 10 (101) 2021, 1–19. \\

• Gubran, W. M. Waleed and M. Imdad Fixed point results via tri-simulation function Italian Pure and Applied Mathematics, 45 (32) 2021, 419-430.\\
• N. Saleh, W. M. Alfaqih and M. Imdad

New fixed circle and fixed disc results for some types of $\Theta_c$-contractions in metric spaces Symmetry, 12 (11) 2020, 1–13. \\

• M. Alfaqih, M. Imdad and R. Gubran An observation on F-weak contractions and discontinuity at the fixed point with an application Journal of Fixed Point Theory and Applications, 3 (22) 2020, 1–10.\\
• Imdad, B. Ali, W. M. Alfaqih, S. Sessa, A. Aldurayhim New Fixed Point Results via $(\theta,\psi)_{\mathcal{R}}$-Weak Contractions with an Application Symmetry, 12 (6) 2020, 1–14. \\
• M. Alfaqih, A. Aldurayhim, M. Imdad and A.  Perveen Relation-theoretic fixed point theorems under a new implicit function with applications AIMS Mathematics, 5 (6) 2020, 6766-6781.\\
• Sessa, W. M. Alfaqih and M. Imdad A Commingle between the Contractive Conditions of Type Jungck and a General Weak Commutativity Concept}} Symmetry, 12 (8) 2020, 1–8. \\
• Hasanuzzaman, S. Sessa, M. Imdad and W. M. Alfaqih Fixed point results for a selected class of multi-valued mappings under $(\theta,\mathcal{R})$-contractions with an application Mathematics, 8 (695) 2020, 1–17.\\
• Imdad, H. N. Saleh, A. R. Khan and W. M. Alfaqih $\varphi$-Best proximity point theorems in metric spaces with applications in partial metric spaces TWMS Journal of Applied and Engineering Mathematics 10 (1) 2020, 190–200.\\
• M. Alfaqih, M. Imdad and F. Rouzkard Unified common fixed point theorems in complex valued metric spaces via an implicit relation with applications Boletim da Sociedade Paranaense de Matemática 38 (4) (2020) 9–29.\\
• Altun, M. Imdad, M. Asim and W. M. Alfaqih

Fixed point results for $F_\mathcal{R}$-generalized contractive mappings in Partial Metric Spaces   Mathematica Slovaca 69(6) 2019, 1413–1424.\\

• N. Saleh, I. A. Khan, M. Imdad and W. M. Alfaqih New fuzzy $\phi$-fixed point results employing a new class of fuzzy contractive mappings}} Journal of Intelligent and Fuzzy Systems, 37 (4) 2019,  5391–5402.\\
• Imdad, R. Ahmad Khan, H. N. Saleh and W. M. Alfaqih Some $\varphi$-fixed point results for ($F$,$\varphi$,$\alpha$-$\psi$)-contractive type mappings with applications}} Mathematics 7(2) 2019, 122.\\
• Imdad and A. Perveen, W. M. Alfaqih Fixed point theorems for non-linear multi-valued $F$-contractions on quasi metric spaces with an application}} Journal of Applied Analysis and Computation, 3 (2019) 1–15.\\
• Imdad, R. Gubran and W. M. Alfaqih Fixed Point Theorems via {WF}-contractions,  Kragujevac Journal of Mathematics, 45 (3) 2021, 353–360.\\
• Gubran, W. M. Alfaqih and M. Imdad Fixed point results for F-expansive mappings in ordered metric spaces Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 68 (2019), no. 1, 801–808.\\
• Imdad, W. M. Alfaqih, I. A. Khan and R. Gubran Relation-theoretic coincidence  and common fixed point results under  $(F,\mathcal{R})_g$-contractions with an application}} Fixed Point Theory and Applications (2019) 2019:12,  1–18.\\
• Kumar, S. Arora, M. Imdad, and W. M. Alfaqih Coincidence and common fixed point results via simulation functions in G-metric spaces Journal of Mathematics and Computer Since 19 (4) 2019, 288–300.\\
• M. Alfaqih, R. Gubran and M. Imdad Coincidence and common fixed point results under generalized $(\mathcal{A},\mathcal{S})_f$-contraction Filomat 32 (7) 2018, 2651–2666.\\
• Imdad, W. M. Alfaqih and I. A. Khan Weak $\theta$-contractions and some fixed point results with applications to fractal theory Advances in Difference Equations, 2018:439 (2018) 1–18.\\
• Imdad, Q. H. Khan, W. M. Alfaqih and R. Gubran A relation theoretic $(F,\mathcal{R})$-contraction principle  with applications to matrix equations Bulletin of Mathematical Analysis and Applications, 10 (1) (2018) 1–12.\\
• Imdad and W. M. Alfaqih A relation-theoretic expansion  principle}} Acta Universitatis Apulensis, 54 (2018) 55–69.\\
• M. Alfaqih, M. Imdad and R. Gubran Approaching simultaneous Fredholm integral equations using common fixed point theorems in complex metric spaces Bulletin of the International Mathematical Virtual Institute 8 (2018), 287–299.\\
• Imdad and W. M. Alfaqih Unified complex common fixed point results via contractive conditions of integral type with an application Nonlinear Functional Analysis and Applications, 23 (1) (2018) 97–115. \\
• Gubran, M. Imdad, I. A. Khan and W. M. Alfaqih Order-theoretic common Fixed point results for $F$-contractions Bulletin of Mathematical Analysis and Applications 10 (1) 2018, 80–88.\\
• Gubran, W. M. Alfaqih and M. Imdad Common fixed point results for $\alpha$-admissible mappings via simulation function The Journal of Analysis, 25 (2) 2017, 281–290.\\
• Imdad, H. N. Saleh and W. M. Alfaqih Some metrical $\varphi$-fixed point results of Wardowski type with an application Boletim da Sociedade Paranaense de Matemática 2019.