Assessment of the ability for early detection of newly hatched larvae of Hylotrupes bajulus L. using the acoustic emission method in Scots pine wood von Krajewski, Adam, Bilski, Piotr, Witomski, Piotr, Bobinski, Piotr

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Detection of old house borer larvae in wooden structures by acoustic emission method – Influence of larval size and sensor location von Krajewski, Adam, Jakiela, Slawomir, Witomski, Piotr

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Optimization of the Bridgman crystal growth process von Margulies, M., Witomski, P., Duffar, T.

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Analysis of a Local Hydrodynamic Model with Marangoni Effect von Monnier, J., Witomski, P.

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A pseudo-monotonicity adapted to doubly nonlinear elliptic–parabolic equations von Maitre, E., Witomski, P.

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Approximation of the capillarity problem by an augmented lagrangian method von Witomski, P.

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Transport equation with boundary conditions for free surface localization von Maitre, E., Witomski, P.

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Nonlinear elliptic-parabolic equations and B-pseudomonotonicity von Maitre, E., Witomski, P.

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A local surface model applied to contact line dynamics von Monnier, J., Witomski, P.

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Die optimal shape in a crystal growth process von Despréaux, Stéphane, Witomski, Patrick, Duffar, Thierry

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Sur la résolution numérique d'une équation intégro-différentielle singulière non linéaire de la chimie des surfaces von Witomski, P.

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Équation de la chaleur et réflections multiples von Perret, C., Witomski, P.

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A proof of the invariance of the contact angle in Electrowetting von Scheid, C, Witomski, P

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A homotopy method for solving an equation of the type $− Δu = F(u) von Witomski, P., Devys, Christophe, Morel, Jean-Michel

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Équation de la chaleur et réflections multiples von Perret, C., Witomski, P.

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The steady state heat equation with mixed nonlinear boundary conditions—an example in crystallography von Witomski, P.

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Sur une équation d'évolution intégro-différentielle singulière linéaire von ROBERT, R, WITOMSKI, P

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A proof of the invariance of the contact angle in Electrowetting von Scheid, C, Witomski, P

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A homotopy method for solving an equation of the type − Δu = F(u)()The authors are indebted to Jean-Michel Lasry and Michèle Schatzman for many valuable suggestions von Devys, Christophe, Morel, Jean-Michel, Witomski, P.

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A new algorithm for interconnect capacitance extraction based on a fictitious domain method von Putot, S., Charlet, F., Witomski, P.

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