Books

1. H. Ammari, E. Bretin, J. Garnier, H. Kang, H. Lee, and A. Wahab, Mathematical Methods in Elasticity Imaging, Princeton Series in Applied Mathematics, Princeton University Press, New Jersey, USA, 2015, ISBN:9781400866625.

Book Chapters

1. M. Afzal, M. Ayub, R. Nawaz, and A. Wahab, Mode-matching solution of a scattering problem in flexible waveguide with abrupt geometric changes, in Imaging, Multiscale, and High Contrast Partial Differential Equations, Contemporary Mathematics, vol. 660, pp. 113–129, American Mathematical Society, Providence, USA, 2016.
2. H. Ammari, E. Bretin, J. Garnier, and A. Wahab,Time reversal in attenuating acoustic media, in Mathematical and Statistical Methods in Imaging, Contemporary Mathematics, vol. 548, AMS, Providence USA, 2011, pp. 151–163.
3. E. Bretin and A. Wahab, Some anisotropic viscoleastic Green function, in Mathematical and Statistical Methods in Imaging, vol. 548, Contemporary Mathematics, AMS, Providence USA, 2011, pp 129–149.

Articles and Proceedings

1. M. Afzal, S. Shafique, and A. Wahab, Analysis of traveling waveform of flexible waveguides containing absorbent material along flanged junctions, Communications in Nonlinear Science
   and Numerical Simulation, 97:(2021), 105737.
2. H. Liu, W. Y. Tsui, A. Wahab, and X. Wang, Three-dimensional elastic scattering coefficients and enhancement of the elastic near cloaking, Journal of Elasticity, 143(2021), 111-146.
3. S. Khan, A. Wahab, I. Naseem, and M. Moinuddin, Comments on “Design of fractional-order variants of complex LMS and NLMS algorithms for adaptive channel equalization”, Nonlinear Dynamics, 101(2):(2020), pp. 1053-1060.
4. J. Yoo, S. Sohail, D. Heo, K. H. Kim, A. Wahab, Y. Choi, S.-I Lee, E. S. Chae, H. H. Kim, Y. M. Bae, Y. Choi, S. Cho, and J. C. Ye, Deep learning diffuse optical tomography, IEEE Transactions on Medical Imaging, 39(4):(2020), pp. 877-887.
5. A. Wahab and S. Khan, Comments on “Fractional extreme value adaptive training method: Fractional steepest descent approach”, IEEE Transactions on Neural Networks and Learning Systems, 31(3):(2020), pp. 1066-1068.
6. J. Yoo, A. Wahab, and J. C. Ye, A Mathematical Framework for Deep Learning in Elastic Source Imaging, SIAM Journal on Applied Mathematics, 78(5): (2018), pp. 2791–2818.
7. N. Muhammad, N. Bibi, A. Wahab, Z. Mahmood, T. Akram, S. R. Naqvi, S. H. Oh, and D. G. Kim, Imaging de-noising with subband replacement and fusion process using Bayes estimators,
   Computers and Electrical Engineering, 70:(2018), pp. 413–427.
8. T. Abbas, S. Khan, M. Sajid, A. Wahab, abd J. C. Ye, Topological sensitivity based far-field detection of elastic inclusions, Results in Physics, 8(1): (2018), pp. 442–460.
9. J. Lim, A. Wahab, G. Park, K. Lee, Y. K. Park, and J. C. Ye, Beyond Born-Rytov limit for super-resolution optical diffraction tomography, Optics Express, 25(24): (2017), pp. 30445-30458.
10. A. Rasheed, A. Kausar, A. Wahab, and T. Akbar, Stabilized approximation of steady flow of third grade fluid in presence of partial slip, Results in Physics, 7:(2017), pp. 3181–3189.
11. J. Yoo, Y. Jung, M. Lim, J. C. Ye, and A. Wahab, A joint sparse recovery framework for accurate reconstruction of inclusions in elastic media, SIAM Journal on Imaging Sciences, 10(3): (2017), pp. 1104–1138.
12. T. Abbas, H. Ammari, G. Hu, A. Wahab, and J. C. Ye, Two-dimensional elastic scattering coefficients and enhancement of nearly elastic cloaking, Journal of Elasticity, 28(2): (2017), pp. 203–243.
13. A. Wahab, T. Abbas, N. Ahmed, and Q. M. Z. Zia, Detection of electromagnetic inclusions using topological sensitivity, Journal of Computational Mathematics, 35(5): (2017), pp. 642–671.
14. A. Rasheed, A. Wahab, S. Q. Shah, and R. Nawaz, Finite difference – finite element approach for solving fractional Oldroyd-B equation, Advances in Difference Equations, 2016: (2016), 236.
15. A. Wahab, and R. Nawaz, A note on elastic noise source localization, Journal of Vibration & Control, 22(7):(2016), pp. 1889–1894.
16. G. Hu, A. Wahab, and J. C. Ye, Elastic Scattering Coefficients, in Imaging and Applied Optics 2016, OSA Technical Digest (online), Optical Society of America, 2016. doi:10.1364/MATH.2016.MW1G.3, Paper ID: MW1G.3.
17. A. Wahab, Stability and resolution analysis of topological derivative based localization of electromagnetic inclusions, SIAM J. Imag. Sci., 8(3):(2015), pp. 687-717.
18. A. Wahab, A. Rasheed, R. Nawaz, and N. Javaid, Numerical study of two dimesional unsteady flow of an anomalous Maxwell fluid, International Journal of Numerical Methods for Heat &
    Fluid Flow, 25(5): (2015), pp. 1120–1137.
19. A. Rasheed, R. Nawaz, S. A. Khan, H. Hanif, and A. Wahab, Numerical study of a thin film flow of fourth grade fluid, International Journal of Numerical Methods for Heat & Fluid Flow,
    25(4): (2015), pp. 929–940.
20. A. Rasheed and A. Wahab, Numerical analysis of an isotropic phase field model with magnetic field effect, Comptes Rendus Math ́ematique, 353(3): (2015), pp. 219–224.
21. A. Wahab, N. Ahmed, and T. Abbas, Far field imaging of a dielectric inclusion, J. Phy.: Conf. Ser., 657:(2015), 012001.
22. A. Wahab, A. Rasheed, R. Nawaz, and S. Anjum, Localization of extended current source with finite frequencies, Comptes Rendus Math ́ematique, 352(11): (2014), pp. 917-921.
23. A. Wahab, A. Rasheed, T. Hayat and R. Nawaz, Electromagnetic time reversal algorithms and source localization in lossy dielectric media, Communications in Theoretical Physics, 62(6):(2014),
    pp. 779–789.
24. R. Nawaz, A. Wahab, and A. Rasheed, An intermediate range solution to a diffraction problem with impedance conditions, Journal of Modern Optics, 61(16): (2014), pp. 1324–1332.
25. M. Afzal, R. Nawaz, M. Ayub, and A. Wahab, Acoustic scattering in flexible waveguide involving step discontinuity, PLOS One, 9(8): (2014), e103807.
26. H. Ammari, E. Bretin, J. Garnier, H. Kang, W. Jing, and A. Wahab, Localization, stability and resolution of topological derivative based imaging functionals in elasticity, SIAM J. Imag. Sci.,
    6(4): (2013), pp. 2174–2214.
27. H. Ammari, E. Bretin, J. Garnier, and A. Wahab, Time reversal algorithms in viscoelastic media, European J. App. Math., 24(4):(2013), pp. 565–600.
28. H. Ammari, E. Bretin, J. Garnier, and A. Wahab, Noise source localization in an attenuating medium, SIAM J. App. Math., 72(1):(2012), pp. 718–736.
29. H. Ammari, E. Bretin, V. Jugnon, and A. Wahab, Photoacoustic imaging for attenuating acoustic media, in Mathematical Methods in Biomedical Imaging II, Lecture Notes in Mathematics, vol.
    2035, Springer-Verlage, Berlin 2012, pp. 57–84.
30. S. Gdoura, A. Wahab, and D. Lesselier.,Electromagnetic time reversal and scattering by a small dielectric inclusion, J. Phy.: Conf. Ser., 386:(2012), 012010.
31. E. Bretin, L. Gaudarrama Bustos, and A. Wahab, On the Green function in visco-elastic media obeying a frequency power law, Math. Meth. App. Sci., 34(7): (2011), pp 819–830.

Preprints

1. S. Park, S. Khan, and A. Wahab, E3-targetPred: Prediction of E3-target proteins using deep latent space encoding, In Revision: IEEE/ACM Transactions on Computational Biology and
   Bioinformatics, Jun. 2020.
2. S. Khan, M. Usman, and A. Wahab, AFP-SRC: Identification of antifreeze proteins using sparse representation classifier, In Revision: Neural Computing and Applications, Oct. 2020.
3. A. Wahab, S. Khan, and F. Z. Khan, Comments on “Design of momentum fractional LMS for Hammerstein nonlinear system identification with application to electrically stimulated muscle model”, Submitted to: The European Physical Journal Plus, Sep. 2020.
4. M. Afzal, J. U. Satti, A. Wahab, R. Nawaz, Scattering analysis of a partitioned wave-bearing cavity with material contrast, Submitted to Nonlinear Dynamics, Jan. 2021.

• MATH 161 – Calculus I
• MATH 162 – Calculus II
• MATH 251 – Discrete Mathematics