Currently
I am a post-doctoral research assistant in the department of
the applied
mathematics at the
University of Leeds (UK). I am currently working on
penetration of chemotherapeutic agents in cancerous tissue
as part of a multidisciplinary team with
Dr Matthew Hubbard,
Dr Pam Jones,
Dr Paul Loadman,
Dr Raj Periasamy,
Dr Roger Phillips (PI),
Prof Brian Sleeman,
Prof Stephen Smye and
Prof Christopher Twelves.
Previously
PhD in Applied Mathematics (2006 —
2010),
Title: Asymptotic and numerical studies of nonlinear evolution equations of viscous thin–film flows
Department of Applied Mathematics, University of Leeds, Leeds, UK.
Title: Asymptotic and numerical studies of nonlinear evolution equations of viscous thin–film flows
Department of Applied Mathematics, University of Leeds, Leeds, UK.
BSc in Mathematics (2005 — 2006),
School of Mathematics, University of Leeds, Leeds, UK.
School of Mathematics, University of Leeds, Leeds, UK.
Pre-Diploma in Mathematics (2003 —
2005),
Faculty of Natural Sciences and Technology I, University of Saarland, Saarbrücken, Germany.
Faculty of Natural Sciences and Technology I, University of Saarland, Saarbrücken, Germany.
Pre-Diploma in Physics (2003 —
2005),
Faculty of Natural Sciences and Technology II, University of Saarland, Saarbrücken, Germany.
Faculty of Natural Sciences and Technology II, University of Saarland, Saarbrücken, Germany.
Publications and Conference Presentations:
C. M. Groh and M. A. Kelmanson, Inertially Induced
Cyclic Solutions in Thin–Film Free–Surface
Flows, USNCCM XI, Minneapolis, MN, July 25 —
29, 2011.
[Link]
P. M. Loadman and C. M. Groh, How does drug binding
influence the penetration of drugs into solid tumours? An
experimental and mathematical study, MathBiol@Leeds
Meeting, July 20, 2011.
C. M. Groh, B. D. Sleeman, M. E. Hubbard,
P. F. Jones, P. M. Loadman, N. Periasamy, R. M. Phillips and
S. W. Smye, Towards a Quantitative Mathematical Model of
Doxorubicin Transport within Solid Tumours, 8th
ECMTB, Krakow, Poland, June 28 — July 2, 2011.
[Link]
C. M. Groh and M. A. Kelmanson,
Computer–algebra multiple–timescale method for
spatially periodic thin–film viscous–flow
problems, Int. J. Numer. Methods Fluids, published
online.
[Link]
C. M. Groh and M. A. Kelmanson,
Multiple–timescale asymptotic analysis of transient
coating flows, Phys. Fluids, 21(9), 091702,
2009.
[Link]
C. M. Groh and M. A. Kelmanson, Modeling of
free–surface coating flow using
automated n–timescale asymptotics , USNCCM
X, Columbus, OH, July 16 — 19, 2009.
[Link]
C. M. Groh and M. A. Kelmanson, Closed–form
error estimates for the numerical solution of Fredholm
integral equations of the second kind, J. Integral
Equations and Applics., 20(4), 481–505,
2008.
[Abstract]
Summer Schools and Courses:
Core Algorithms in High–Performance Scientific
Computing, Centre for Scientific Computing, University
of Warwick, UK, September 28 — October 2, 2009.
Parallel Programing with MPI, University of Bristol,
UK, March 23 — 25, 2009.
Hydrodynamic Stability Theory, Department of
Mathematics, Keele University, UK, September 2 — 7,
2007.