- Ph.D. in Mathematics – University of Maryland, College Park, 2002
- M.S. in Mathematics – University of Maryland, College Park, 1998
- B.A. in English Literature – Duke University, 1992
- Cameron University, Assistant Professor (tenure track), August 2008 to June 2013
- Georgetown University, Visiting Assistant Professor, September 2007 to August 2008
- New Jersey City University, Assistant Professor (tenure track), August 2013 to present
- Temple University, Visiting Assistant Professor (Dean’s Appointment), September 2003 to August 2007
- University of Notre Dame, Visiting Assistant Professor, Jan. 2003 to August 2003
- American Mathematical Society
- Pi Mu Epsilon
W. Eby and M. Tabatabai, Methods in mathematical modeling for stem cells, Stem Cells and Cancer Stem Cells, vol. 12, ed. E. Hayat, Springer.
W. Eby, Issues in deconvolution, from Euclidean space to the Heisenberg group, Bull. Inst. Math. Academia Sinica New Series, 8 (3) (2013), pp. 323-350.
M. Tabatabai, W. Eby, S. Bae, and K.P. Singh, T model of growth and its applications in systems of tumor-immune dynamics, Mathematical Biosciences and Engineering, 10 (3) (2013), pp. 925-938. doi: 10.3934/mbe.2013.10.925.
M. Tabatabai, W. Eby, and S. Bae, A dynamic model for the growth of phytoplankton, Mathematical Biosciences and Engineering, 10 (3), pp. 913-923. doi: 10.3934/mbe.2013.10.913.
M. Tabatabai, W. Eby, H. Li, S. Bae, and K.P. Singh, TELBS robust linear regression model, Journal of Open Access Medical Statistics 2012, 2: 65-84. doi: 10.2147/OAMS.S37395.
M. Tabatabai, W. Eby, N. Nimeh, K. Singh, and H. Li, Clinical and multiple gene expression variables in survival analysis of breast cancer: Analysis with the hypertabastic survival model, BMC Medical Genomics 2012, 5: 63. doi: 10.1186/1755-8794-5-63.
M. Tabatabai, W. Eby, N. Nimeh, and K. Singh Role of metastasis in hypertabastic survival analysis of breast cancer: Interactions with clinical and gene expression variables, Cancer Growth and Metastasis 2012, 5: 1-17. doi: 10.4137/CGM.S8821.
M. Tabatabai, W. Eby, and Z. Bursac, Oscillabolastic model, a new model for oscillatory growth dynamics,applied to the analysis of Hes1 gene expression and Ehrlich ascites tumor growth, J Biomed. Inform., 45(3) (2012), pp. 401-407, http://dx.doi.org/10.1016/j.jbi.2011.11.016.
D.C. Chang, W. Eby, and E. Grinberg, The problem of deconvolution in the Heisenberg group setting, I, in The Mathematical Legacy of Leon Ehrenpreis, eds. Struppa and Sabadini.
M. Tabatabai, W. Eby, and K.P. Singh, Hyperbolastic modeling of wound healing, Mathematical and Computer Modelling, 53(5-6) (2011), pp. 755-768, doi: 10.1016/j.mcm.2010.10.013.
M. Tabatabai, Z. Bursac, W. Eby, and K. Singh, Mathematical modeling of stem cell proliferation, Med. & Biol. Eng. & Comp., 49(3), (2011), pp. 253-262, doi: 10.1007/s11517-010-0686-y.
W. Eby, M. Tabatabai, and Z. Bursac, Hyperbolastic modeling of tumor growth with a combined treatment of iodoacetate and dimethylsulfoxide, BMC Cancer, 10, (2010): 509, doi: 10.1186/1471-2407-10-509.
W. Eby, Pompeiu problem for Heisenberg balls, Taiwanese Journal of Mathematics, 15 (6), (2011), pp. 2503-2531.
D.C. Chang and W. Eby, Pompeiu problem on product of Heisenberg groups, Complex Variables and Operator Theory, 4 (3), (2010), pp.619-683.
D.C. Chang and W. Eby, The Pompeiu problem for sets of higher codimension in Euclidean space and the Heisenberg group, Taiwanese Journal of Mathematics, 12, (2008), pp. 2619-2640.
D.C. Chang and W. Eby, Pompeiu problem for complex ellipsoids on the Heisenberg group, Bulletin of the Institute of Mathematics, Academia Sinica (New Series), 2, (2007), pp. 731-768.
W. Eby, L∞ moment results for the Heisenberg group and the Weyl calculus, Contemporary Mathematics, 400, Recent Progress on Some Problems in Several Complex Variables and Partial Differential Equations (2006), pp. 95-105.
D.C. Chang and W. Eby, Tauberian type theorem for the m-spherical transform on the Heisenberg group, Mathematische Nachrichten, 280, (2007), pp. 815-837.
C. Berenstein, D.C. Chang, and W. Eby, A note on Hörmander’s strongly coprime condition, Complex Variables, 49, (2004), pp. 473-485.
C. Berenstein, D.C. Chang, and W. Eby, Lp results for the Pompeiu problem with moments on the Heisenberg group, Journal of Fourier Analysis and Applications, 10, (2004), pp. 545-571.
- 1988 National Merit Scholarship
- 2002 Undergraduate Studies Award as Teaching Assistant with Academic Achievement Programs, UMCP
Research Presentation, Rider University, Lawrencevlle, NJ, Feb. 2012 Topics in the Pompeiu problem in the Heiseberg group setting and related harmonic analysis
Biostatistics Colloquium, University of North Texas, Health Science Center, Fort Worth, TX, Nov. 2011 Mathematical modeling of tumor growth and prediction of cancer progression
Central Arkansas Statistical Association, Universty of Arkansas for Medical Sciences,Little Rock, AR, May 2011 The hyperbolastic growth model in problems in biology and medicine: Selected applications
Research Presentation, University of Toledo, Toledo, OH, Mar. 2011 Modeling of biological growth in wound healing and cancer using the hyperbolastic models
Seminar in Women's Health, OU Health Cancer Institute,Oklahoma City, OK, Feb. 2011 Mathematical modeling and prediction of cancer progression
Mathematics Department Colloquium,Georgetown University, Washington DC, Jan. 2011 Hyperbolastic growth models in modeling tumor growth, stem cell proliferation, and wound healing
Department Colloquium, University of Texas Southernmost, Brownsvlle, Sept. 2010 The Pompeiu problem for sets of higher codmesion, in Euclidean and Heisenberg settings
Research Presentation, West Chester University, West Chester,PA, Feb. 2010 Hyperbolastic modeling of wound healing
Research Presentation, Prairie View A&M University, Houston TX, Apr. 2009 Deconvolution for the Pompeiu problem on the Heiseberg group
Functional Analysis Seminar, Catholic University of America, Washington DC, Mar. 2009 Deconvolution for the Pompeiu probem othe Heisenberg group
Second World Online Cancer Conference, online, organized by Target Meetings, Houston, TX, Jan. 2013 Modeling of tumor growth and immune system interactions: Role of growth model
International Conference in CR Geometry and Several Complex Variables, Academia Sinica, Taipei, Taiwan, July 2012 Deconvolution for the Pompeiu problem in the Heisenberg group setting
First World Online Cancer Conference, online, organized by Target Meetings, Houston, TX, Jan. 2012 Hypertabastic survival analysis of breast cancer patients and the relationship between metastasis, clinical variables, and gene expression variables
National Sun-Yat Sen University, Kao Hsiung, Taiwan, May 2009 Deconvolution for the Pompeiu problem on the Heisenberg group
National Sun-Yat Sen University, Kao Hsiung, Taiwan, May 2009 The local version of the Pompeiu probem: from Eucidean space to the Heiseberg group
Pure: Harmonic Analysis, Several Complex Variables, Pompeiu Problem, Radon Transform, CR Manifolds Applied: Mathematical Biology, Cancer Modeling, Survival Modeling, Environmental Modeling
- Calc And Analytic Geometry II
- Interm Algebra
- Math Statistics I