Peter Hinow
Peter Hinow
Потвърден имейл адрес: uwm.edu
A spatial model of tumor-host interaction: application of chemotherapy
P Hinow, P Gerlee, LJ McCawley, V Quaranta, M Ciobanu, S Wang, ...
Mathematical biosciences and engineering: MBE 6 (3), 521, 2009
The DNA binding activity of p53 displays reaction-diffusion kinetics
P Hinow, CE Rogers, CE Barbieri, JA Pietenpol, AK Kenworthy, ...
Biophysical journal 91 (1), 330-342, 2006
Structured and Unstructured Continuous Models for Wolbachia Infections
JZ Farkas, P Hinow
Bulletin of mathematical biology 72, 2067-2088, 2010
Physiologically structured populations with diffusion and dynamic boundary conditions
JZ Farkas, P Hinow
arXiv preprint arXiv:1004.4141, 2010
A mathematical model separates quantitatively the cytostatic and cytotoxic effects of a HER2 tyrosine kinase inhibitor
P Hinow, SE Wang, CL Arteaga, GF Webb
Theoretical Biology and Medical Modelling 4 (1), 14, 2007
Moment inequalities and central limit properties of isotropic convex bodies
U Brehm, P Hinow, H Vogt, J Voigt
Mathematische Zeitschrift 240 (1), 37-51, 2002
Continuous model for microtubule dynamics with catastrophe, rescue, and nucleation processes
P Hinow, V Rezania, JA Tuszyński
Physical Review E 80 (3), 031904, 2009
A mathematical model quantifies proliferation and motility effects of TGF-β on cancer cells
SE Wang, P Hinow, N Bryce, AM Weaver, L Estrada, CL Arteaga, ...
Computational and mathematical methods in medicine 10 (1), 71-83, 2009
Semigroup analysis of structured parasite populations
JZ Farkas, DM Green, P Hinow
Mathematical Modelling of Natural Phenomena 5 (3), 94-114, 2010
Analysis of a model for transfer phenomena in biological populations
P Hinow, FL Foll, P Magal, GF Webb
SIAM Journal on Applied Mathematics 70 (1), 40-62, 2009
Mathematical analysis of a kinetic model for cell movement in network tissues
T Hillen, P Hinow, ZA Wang
arXiv preprint arXiv:0807.2249, 2008
The ciliate Paramecium shows higher motility in non-uniform chemical landscapes
C Giuffre, P Hinow, R Vogel, T Ahmed, R Stocker, TR Consi, JR Strickler
PloS one 6 (4), e15274, 2011
On a size-structured two-phase population model with infinite states-at-birth
JZ Farkas, P Hinow
Positivity 14, 501-514, 2010
Algebraic and topological indices of molecular pathway networks in human cancers
P Hinow, EA Rietman, JA Tuszynski
arXiv preprint arXiv:1405.1462, 2014
Predicting the drug release kinetics of matrix tablets
B Baeumer, L Chatterjee, P Hinow, T Rades, A Radunskaya, I Tucker
arXiv preprint arXiv:0810.5323, 2008
Steady states in hierarchical structured populations with distributed states at birth
JZ Farkas, P Hinow
arXiv preprint arXiv:1004.3968, 2010
Copepod manipulation of oil droplet size distribution
M Uttieri, A Nihongi, P Hinow, J Motschman, H Jiang, M Alcaraz, ...
Scientific reports 9 (1), 547, 2019
Signaled drug delivery and transport across the blood–brain barrier
P Hinow, A Radunskaya, SM Mackay, JNJ Reynolds, M Schroeder, ...
Journal of Liposome Research 26 (3), 233-245, 2016
Olfaction in a viscous environment: the “color” of sexual smells in Temora longicornis
P Hinow, JR Strickler, J Yen
The Science of Nature 104, 1-8, 2017
Oscillations in the near-field feeding current of a calanoid copepod are useful for particle sensing
C Giuffre, P Hinow, H Jiang, JR Strickler
Scientific reports 9 (1), 17742, 2019
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