Portegies, J. W., Peletier, M. A.
We develop a gradient-flow framework based on the Wasserstein metric for a parabolic moving-boundary problem that models crystal dissolution and precipitation. In doing so we derive a new weak...
M. A. Peletier, R. Planqué, Communicated F. Otto
We study self-contact phenomena in elastic rods that are constrained to lie on a cylinder. By choosing a particular set of variables to describe the rod centerline the variational setting is made...
Three flow regimes of viscous jet falling onto a moving surface (2008)
Hlod, A., Aarts, A. C. T., Peletier, M. A.
A stationary viscous jet falling from an oriented nozzle onto a moving surface is studied, both theoretically and experimentally. We distinguish three flow regimes and classify them by the convexity...
Mixed finite element for swelling of cartilaginous tissues / by Kamyar Malakpoor. (2008)
Kamyar Malakpoor, Prof. Dr. M. A. Peletier, Malakpoor Kamyar
ter verkrijging van de graad van doctor aan de
Understanding post-operative temperature drop in cardiac surgery: a mathematical model (2008)
Tindall, M. J., Peletier, M. A., Severens, N. M. W., Veldman, D. J.
A mathematical model is presented to understand heat transfer processes during the cooling and re-warming of patients during cardiac surgery. Our compartmental model is able to account for many of...
Centrum voor Wiskunde en Informatica How mangroves salinize the soil (2007)
How Mangroves, Salinize Soil, G. Galiano, G. Galiano, ...
and their applications. SMC is sponsored by the Netherlands Organization for Scientific Research (NWO). CWI is a member of
The Minimum of Quadratic Functionals of the Gradient on the Set of Convex Functions (2007)
T. Lachand-robert, M. A. Peletier, Mru Ru
We study the inmum of functionals of the form R Mru ru among all convex functions u 2 H 1 0( such that R jruj 2 = 1.( is a convex open subset of R N , and M is a given symmetric N N matrix.) We prove...
T. Lachand-robert, M. A. Peletier
We study the minima of the functional R\Omega f(ru). The function f is not convex, the set\Omega is a domain in R 2 and the minimum is sought over all convex functions on\Omega with values in a given...
How Mangroves Salinize The Soil (2007)
G. Galiano, G. Galiano, M.A. PELETIER, M. A. Peletier
We consider both stationary and time dependent versions of a model describing the vertical movement of water and salt in a porous medium in which a continuous extraction of water takes place (by the...
Lachand-Robert Peletier, T. Lachand-robert, M. A. Peletier
We study the minima of the functional R\Omega f(ru). The function f is not convex, the set\Omega is a domain in R 2 and the minimum is sought over all convex functions on\Omega with values in a given...
Networks: A New Summation Law (2007)
M. A. Peletier, H. V. Westerhoff, B. N. Kholodenko, Mark A. Peletier, Hans V. Westerhoff, Boris N. Kholodenko
Control of spatially heterogeneous and time-varying cellular reaction networks: a new summation law
CWI is a founding member of ERCIM, the European Research Consortium for Informatics and Mathematics. CWI's research has a theme-oriented structure and is grouped into four clusters. Listed below...
A continuum model of lipid bilayers
Global Existence Conditions for a Non-local Problem Arising in Statistical Mechanics (2007)
Global existence conditions for a non-local problem arising in statistical mechanics
C. Francke, P. W. Postma, H. V. Westerhoff, J. G. Blom, M. A. Peletier, Christof Francke, ...
Why the phosphotransferase system of Escherichia coli escapes the diffusion limitation of signal transduction, transport and metabolism that confronts mammalian cells
T. Lach, M. A. Peletier, Mathematisch Centrum (smc, The Dutch Foundation, Copyright Stichting, Mathematisch Centrum, ...
The minimum of quadratic functionals of the gradient on the
Asymptotic Results for Injection of Reactive Solutes from a Three-Dimensional Well (2007)
Centrum voor Wiskunde en Informatica Asymptotic results for injection of reactive solutes from a three-dimensional well C.J. van Duijn, I.A. Guerra, M.A. Peletier
Convex Developable Functions (2007)
T. Lach, T. Lachand-robert, M. A. Peletier, M. A. Peletier
Centrum voor Wiskunde en Informatica Newton's problem of the body of minimal resistance in the class of convex developable functions
Beardmore Peletier Budd, R. E. Beardmore, M. A. Peletier, C. J. Budd, A. Wadee
This is a study of the existence of bifurcation branches for the problem of finding even, periodic solutions in fourth-order, reversible Hamiltonian systems such that the Hamiltonian evaluates to...
Self-contact for rods on cylinders (2006)
We study self-contact phenomena in elastic rods that are constrained to lie on a cylinder. By choosing a particular set of variables to describe the rod centerline the variational setting is made...
Falling of a viscous jet onto a moving surface (2006)
Hlod, A., Aarts, A. C. T., Peletier, M. A.
We analyze the stationary flow of a jet of Newtonian fluid that is drawn by gravity onto a moving surface. The situation is modeled by a third-order ODE on a domain of unknown length and with an...
Self-contact for rods on cylinders (2004)
We study self-contact phenomena in elastic rods that are constrained to lie on a cylinder. By choosing a particular set of variables to describe the rod centerline the variational setting is made...
Why the phosphotransferase system of Escherichia coli escapes diffusion limitation. (2003)
Francke, C., Postma, P.W., Westerhoff, H.V., Blom, J.G., Peletier, M.A.
G. W. Hunt, G. J. Lord, M. A. Peletier, G W Hunt, G J Lord, M A Peletier
Cylindrical shell buckling: a characterization of localization and periodicity
The adaptiveness of defence strategies against cuckoo parasitism (2002)
R. Planqua, N. F. Britton, N. R. Franks, M. A. Peletier, Robert Planqu Z, Nicholas F. Britton, ...
The adaptiveness of defence strategies against cuckoo parasitism
The adaptiveness of defence strategies against Cuckoo parasitism (2002)
Planque, R., Britton, N. F., Franks, N. R., Peletier, M. A.
Host bird species of the Eurasian Cuckoo, Cuculus canorus, often display egg-discrimination behaviour but chick-rejection behaviour has never been reported. In this paper, we analyse a host-cuckoo...
An internet portal based on 'Twenty Questions' (2001)
Fliert Van De, B.W., Meinsma, G., Visser, T.P.P., Peletier, M.A.
An efficient Internet portal should contain a search engine or maybe even a decision support system to supply the user with the information (s)he may be looking for. In this report an intelligent...
Diffusive gradients in the PTS system (2000)
M. A. Peletier, J. G. Blom, J. G. Blom, Mark A. Peletier
and their applications. SMC is sponsored by the Netherlands Organization for Scientific Research (NWO). CWI is a member of
T. Lachand-robert, M. A. Peletier
We investigate the minimization of Newton's functional for the problem of the body of minimal resistance with maximal height M > 0 [4] in the class of convex developable functions dened in a...
Cellular buckling in long structures (2000)
Hunt, Giles W., Peletier, M. A., Champneys, A. R., Woods, P. D., Ahmer Wadee, M., Budd, Christopher J, ...
Self-similar fold evolution under prescribed end-shortening (1999)
Budd, Christopher J, Hunt, Giles W., Peletier, M. A.
The evolution of single-layer folds under prescribed end-shortening conditions displays folds of varying wavelength. We investigate a simple model of this kind and characterize the long-term...
. We consider a nonlinear system of parabolic equations describing the transport of contaminant in porous media. For this system travelling wave solutions are known to exist. We prove existence and...
Spatial Localization for a General Reaction-Diffusion System (1996)
G. Galiano, G. Galiano, M.A. Peletier, M. A. Peletier
We use a local energy method to study the spatial localization of the supports of the solutions of a reaction-- diffusion system with nonlinear diffusion and a general reaction term. We establish...
Spatial Localization for a General Reaction-Diffusion System (1996)
We use a local energy method to study the spatial localization of the supports of the solutions of a reaction--diffusion system with nonlinear diffusion and a general reaction term. We establish...
Nonlinear diffusion in an inhomogeneous aquifer (1995)
M. Guedda, M. Guedda, Jules Verne, D. Hilhorst, D. Hilhorst, M. A. Peletier, ...
A selection of these reports is available in PostScript form at the Faculty's anonymous ftpsite, ftp.twi.tudelft.nl. They are located in directory /pub/publications/tech-reports. They can also...
Nonlinear Diffusion in an Inhomogeneous Aquifer (1995)
M. Guedda, Jules Verne, D. Hilhorst, M. A. Peletier
Introduction The evolution of the interface between salt and fresh water in underground aquifers can be modelled by the equation ae(x)u t \Gamma div(u(1 \Gamma u)ru) = 0 for (x; t) 2 R N \Theta R + ;...
Disappearing Interfaces In Nonlinear Diffusion (1995)
M. Guedda, D. Hilhorst, M. A. Peletier
We study the large-time behaviour and the behaviour of the interfaces of the nonlinear diffusion equation ae(x)u t = \DeltaA(u) in one and two space dimensions. The function A is of porous media...