PuSH - Publikationsserver des Helmholtz Zentrums München

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1.
Horger, T.* ; Oelker, A.* ; Kuttler, C.* & Pérez-Velázquez, J.: Mathematical modeling of tumor-induced angiogenesis using porous medium diffusion. Int. J. Biomath. Biostat. 2, 145-165 (2013)
2.
Prigarin, S.M.* ; Sandau, K.* ; Kazmierczak, M. & Hahn, K.: Estimation of fractal dimension: A survey with numerical experiments and software description. Int. J. Biomath. Biostat. 2, 167-180 (2013)
3.
Andersen, N.M.* ; Sorensen, M.P.* ; Efendiyev, M.A. ; Olsen, O.H.* & Ingwersen, S.H.*: Modelling of the blood coagulation cascade in an in vitro flow system. Int. J. Biomath. Biostat. 1, 1-7 (2010)
4.
Ansorg, M. ; Blöchl, F. ; zu Castell, W. ; Theis, F.J. & Wittmann, D.M.: Gene regulation at the Mid-Hindbrain Boundary: Study of a mathematical model in the stationary limit. Int. J. Biomath. Biostat. 1, 9-21 (2010)
5.
Efendiyev, M.A. ; Lasser, R. & Sonner, S.: Necessary and sufficient conditions for an infinite system of parabolic equations preserving the positive cone. Int. J. Biomath. Biostat. 1, 47-52 (2010)
6.
Efendiyev, M.A.: Note on trajectory attractors for elliptic equations in unbounded domains. Int. J. Biomath. Biostat. 1, 141-150 (2010)
7.
Eisenhofer, S. ; Hense, B.A. ; Toókos, F. & Zischka, H.: Modeling the volume change in mitochondria. Int. J. Biomath. Biostat. 1, 53-62 (2010)
8.
Hahn, K.R. ; Prigarin, S.M.* ; Rodenacker, K. & Hasan, K.M.*: Denoising for diffusion tensor imaging with low signal to noise ratios: Method and Monte Carlo validation. Int. J. Biomath. Biostat. 1, 63-81 (2010)
9.
Winkler, G.: On recent changes in statistics. Int. J. Biomath. Biostat. 1, 113-128 (2010)