Assistant Professor

- 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**, *L ^{p} 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