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Department of Applied Mathematics and Theoretical Physics

Career

  • 2021-present: Lecturer (Assistant Professor) in Applied Mathematics, University of Bath
  • 2019-2021: Nevile Research Fellow in Mathematics, Magdalene College, University of Cambridge
  • 2015-2019:  PhD at the Cambridge Centre for Analysis (CCA), University of Cambridge
  • 2013-2015:  Master of Science in Mathematics, University of Kaiserslautern (Germany), and National University of Singapore (2013)
  • 2010-2013: Bachelor of Science in Mathematics, University of Kaiserslautern (Germany)

 

Research

Lisa is a lecturer in Applied Mathematics at the University of Bath. For more information, see Lisa's personal website

Publications

Equilibria of an anisotropic nonlocal interaction equation: Analysis and numerics
JA Carrillo, B During, LM Kreusser, CB Schonlieb
– Discrete and Continuous Dynamical Systems- Series A
(2021)
41,
3985
Autophosphorylation and the Dynamics of the Activation of Lck
LM Kreusser, AD Rendall
– Bulletin of Mathematical Biology
(2021)
83,
64
Mean-field optimal control for biological pattern formation
M Burger, LM Kreusser, C Totzeck
– ESAIM: Control, Optimisation and Calculus of Variations
(2021)
27,
40
Detection of high codimensional bifurcations in variational PDEs
LM Kreusser, RI McLachlan, C Offen
– Nonlinearity
(2020)
33,
2335
ODE- and PDE-based modeling of biological transportation networks
J Haskovec, LM Kreusser, P Markowich
– Communications in Mathematical Sciences
(2019)
17,
1235
Auxin transport model for leaf venation.
J Haskovec, H Jönsson, LM Kreusser, P Markowich
– Proceedings of the Royal Society A
(2019)
475,
20190015
Stability Analysis of Line Patterns of an Anisotropic Interaction Model
JA Carrillo, B Düring, LM Kreusser, C-B Schönlieb
– SIAM Journal on Applied Dynamical Systems
(2019)
18,
1798
An anisotropic interaction model for simulating fingerprints
B Düring, C Gottschlich, S Huckemann, LM Kreusser, C-B Schönlieb
– Journal of mathematical biology
(2019)
78,
2171
Rigorous continuum limit for the discrete network formation problem
J Haskovec, LM Kreusser, P Markowich
– Communications in Partial Differential Equations
(2019)
44,
1159
Analysis of Anisotropic Interaction Equations for Fingerprint Simulations
LM Kreusser
– PAMM
(2018)
18,
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Research Group

Cambridge Image Analysis

Room

F2.07

Telephone

01223 337892