Dr. Guenther presented her work the area of "renormalization group flow" at the University of Tennessee, Knoxville.
Christine Guenther, PhD
At Pacific University, all faculty teach a variety of different courses. Typically, we do not use graduate teaching assistants, which means that your classes will be taught by professors and that you will have plenty of opportunities to get to know the faculty in your discipline.
Below I have listed some of the courses that I teach. We are always developing and trying out new classes, so the list may change now and then.
MATH 226 | Calculus I
MATH 240 | Discrete Mathematics
MATH 326 | Introduction to Analysis
MATH 490 | Senior Capstone
PhD in Mathematics, University of Oregon, Eugene, OR in 1998
MA in Mathematics, University of Washington, Seattle, WA in 1993
BS in Mathematics, BA in Music, Stanford University, Palo Alto, CA in 1989
The Analytical Determination of Kinetic Parameters of Kinetic Parameters for a Bimolecular EC Mechanism from Chronoamperometric Data (Paper: with R. Whiteley, K. Gimre*), to appear in Journal of Mathematical Chemistry 2011.
Ricci Flow, Techniques and Applications. Part III: Geometric-Analytic Aspects (with Chow, B. Chu, S-C, Glickenstein, D., Isenberg, J., Ivey, T., Knopf, D., Luo, F., Ni, L.) Mathematical Surveys and Monographs 163, American Mathematical Society, Providence, R.I. (2010).
Stability of the (Two-Loop) Renormalization Group Flow for Nonlinear Sigma Models (with Oliynyk, T.), Letters in Mathematical Physics, Vol 84, No. 2, 149-157 (2008).
Ricci Flow, Techniques and Applications. Part II: Analytic Aspects (with Chow, B. Chu, S-C, Glickenstein, D., Isenberg, J., Ivey, T., Knopf, D., Luo, F., Ni, L.) Mathematical Surveys and Monographs 144, American Mathematical Society, Providence, R.I. 2008.
Ricci Flow: Techniques and Applications. Part I. Geometric Aspects (with Chow, B., Chu, S-C, Glickenstein, D., Isenberg, J., D., Ivey, T., Knopf, Luo, F., Lu, P., Luo, F., Ni, L). Mathematical Surveys and Monographs, 135. American Mathematical Society, Providence, R.I. 2007.
Linear stability of homogeneous Ricci solitons, (with Knopf, D. Isenberg, J.). Int. Math. Res. Not. (2006), Article ID 96253, doi:10.1155/IMRN/2006/96253.
The Fundamental Solution on Manifolds with Time-Dependent Metrics, Journal of Geometric Analysis, Vol 12, No. 3, 425-436 (2002).
Stability of the Ricci flow at Ricci-flat metrics, (with D. Knopf, J. Isenberg) Communications in Analysis and Geometry, Vol. 10, No. 4, 741-777 (2002).
Dr. Christine Guenther, mathematics professor in the School of Natural Sciences, College of Arts & Sciences, receives prestigious Simons Foundation grant for research collaboration.