# Taige Wang , Ph.D.

## Assistant Professor - Educator

## Assistant professor - Educator

### French Hall

5311

A&S Mathematical Sciences - 0025

## Professional Summary

My teaching interest focuses on both mathematics and statisitcs. Up to now, I have taught calculus I & II, applied calculus I, probability & statistics I & II, introduction of statistics, elementary statistics, dynamical systems, differential equations.

## Education

Ph. D.: Virginia Tech 2016 (Mathematics)

M. S.: Virginia Tech 2016 (Statistics)

M. S. : Donghua University Shanghai, 2011 (Applied Math)

B. S. : Donghua University Shanghai, 2008 (Applied Math)

## Research and Practice Interests

Partial differential equations and their controls

Dynamical systems

## Positions and Work Experience

01-2017 -08-2017 Visiting assistant professor, Department of Applied and Computational Mathematics and Statistics, University of Notre Dame

08-2017 - Assistant professor - educator, Department of Mathematical Sciences, University of Cincinnati

## Research Support

Arts and Sciences, UC Faculty Development Fund, 2018 Completed

Arts and Sciences, UC Faculty Development Fund, 2019 Completed

## Publications

### Peer Reviewed Publications

X. Yang, B. Feng, T. M. de Souza, and T. Wang*
(2019. )
*Long-time dynamics for a non-autonomous Navier-Stokes-Voigt equation in Lipschitz domains *.*DCDS-B, *,
24
(1 )
,363 - 386

M. Renardy and T. Wang
(2016. )
*Development of shear bands for a model of a thixotropic yield stress fluid *.*J. Non-Newtonian Fluid Mech., *,
233 ,5--12

M. Renardy and T. Wang
(2015. )
*Large amplitude oscillatory shear flows for a model of a thixotropic yield stress fluid *.*J. Non-Newtonian Fluid Mech., *,
222 ,1--17

Y. Qin, G. Hu, T. Wang, L. Huang, Z. Ma
(2013. )
*Remarks on global smooth solutions to a 1D self- gravitating viscous radiative and reactive gas *.*J. Math. Anal. Appl. , *,
408
(1 )
,19--26

Y. Qin, T. Wang, G. Hu
(2012. )
*The Cauchy problem for a 1d compressible viscous micropolar fluid model: Analysis of the stabilization and the regularity *.*Nonlinear Analysis RWA, *,
13
(3 )
,1010--1029

Y. Qin, G. Hu, T. Wang
(2011. )
*Global smooth solutions for the compressible viscous and heat-conductive gas *.*Quart. Appl. Math., *,
69
(3 )
,509--528

T. Wang, F. Xie
(2008. )
*Existence and uniqueness of fractional differential equation with integral bound- ary conditions *.*J. Nonlinear Sci. Appl., *,
1
(4 )
,206--212

L. Huang, X. Yang, Y. Lu, T. Wang*
(2019. )
*Global attractors for a nonlinear one-dimensional compressible viscous micropolar fluid model *.*Z. Angew. Math. Phys., *,
70
(2 )
,40

T. Wang* and B. Zhang
(2021. )
*Forced oscillation of viscous Burgers’ equation with a time-periodic force *.*DCDS-B, *,
26
(2 )
,1205-1221

G. Zheng, D. Xu, and T. Wang*
(2021. )
*A unique continuation property for a class of parabolic differential inequalities in a bounded domain *.*Comm. Pure Appl. Anal., *,
20
(2 )
,547-558

### Published Books

Y. Qin, X. Liu, T. Wang
(2015. )
*Global existence and uniqueness of nonlinear evolutionary fluid equations *.Basel ,
Birkhauser

Global Existence and Uniqueness of Nonlinear Evolutionary Fluid Equations

## Presentations

### Invited Presentations

(02-14-2017. )
*Math analysis on a shearing banding flow of thixotropic fluids *.Wilkes University, Wilkes-Barre, PA.

### Paper Presentations

(03-25-2018. )
*Analysis on shearing flows of a thixotropic model *.University of Kentucky. Conference.
Level:Regional

(05-09-2018. )
*Shear banding and Korteweg stresses *.University of Memphis. Conference.
Level:International

(01-07-2017. )
*Shear banding predicted by a PEC model *.Atlanta, GA. Conference.
Level:National

(10-19-2019. )
*Periodic Solutions of Viscous Burgers Equation with a Forced Oscillation *.Iowa State University . Conference.
Level:Regional

## Professional Affiliation

AMS, ASA, SIAM

## Courses Taught

-MATH-1062 CALCULUS II Calculus II Level:Undergraduate

-STAT-1031 INTRO STAT Introduction to Statistics Level:Undergraduate

-MATH-1061 CALCULUS I Calculus I Level:Undergraduate

-STAT-2037 PROB & STATS I Probability and Statistics I Level:Undergraduate

15-MATH-362 PROB & STATS II Probability and Statistics II Level:Undergraduate

-MATH-2074 DYNAMICAL SYSTEMS Level:Undergraduate

-STAT-1034 ELEMENTARY STAT I Level:Undergraduate

## Contact Information

Department of Mathematical Sciences

Cincinnati
Ohio, 45221-0025

Phone: 513-556-4963

taige.wang@uc.edu