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Palaeoecology, palaeobiogeography : session 3 : 7th International Congress on the Jurassic System, September 6-18, 2006, Kraków, Poland

In: Field trip guide book of the 7th International Congress on the Jurassic system, 2006, p. 111-139

Invariant measures of homeomorphisms and applications to the stability of an hyperbolic PDE

Aassila, Mohammed

In: Bulletin of the Brazilian Mathematical Society, New Series, 2004, vol. 35, no. 1, p. 83-122

Silicon and oxygen self diffusion in enstatite polycrystals: the Milke et al. (2001) rim growth experiments revisited

Abart, R. ; Kunze, K. ; Milke, R. ; Sperb, R. ; Heinrich, W.

In: Contributions to Mineralogy and Petrology, 2004, vol. 147, no. 6, p. 633-646

Oxygen, carbon and strontium isotope systematics in two profiles across the Glarus thrust : implications for fluid flow

Abart, Rainer ; Badertscher, Nicolas P. ; Burkhard, Martin ; Povoden, Erwin

In: Contributions to Mineralogy and Petrology, 2002, vol. 143, p. 192-208

The Glarus thrust is a prominent tectonic feature in the eastern Helvetic Alps. It has been recognized as a potential major pathway for syntectonic crustal scale fluid flow. The oxygen, carbon and strontium isotope patterns obtained from two vertical profiles across the thrust indicate fundamentally different flow regimes in the southern section of the thrust, where the footwall is represented by...

Existence, uniqueness and stability analysis of allelopathic stimulatory phytoplankton model

Abbas, Syed ; Banerjee, Malay ; Hungerbühler, Norbert

In: Journal of Mathematical Analysis and Applications, 2010, p. -

In this paper we consider the two species competitive delay plankton allelopathy stimulatory model system. We show the existence and uniqueness of the solution of the deterministic model. Moreover, we study the persistence of the model and the stability properties of its equilibrium points. We illustrate the theoretical results by some numerical simulations.

The VIMOS-VLT Deep Survey: evolution in the halo occupation number since z∼ 1

Abbas, U. ; de la Torre, S. ; Le Fèvre, O. ; Guzzo, L. ; Marinoni, C. ; Meneux, B. ; Pollo, A. ; Zamorani, G. ; Bottini, D. ; Garilli, B. ; Le Brun, V. ; Maccagni, D. ; Scaramella, R. ; Scodeggio, M. ; Tresse, L. ; Vettolani, G. ; Zanichelli, A. ; Adami, C. ; Arnouts, S. ; Bardelli, S. ; Bolzonella, M. ; Cappi, A. ; Charlot, S. ; Ciliegi, P. ; Contini, T. ; Foucaud, S. ; Franzetti, P. ; Gavignaud, I. ; Ilbert, O. ; Iovino, A. ; Lamareille, F. ; McCracken, H. J. ; Marano, B. ; Mazure, A. ; Merighi, R. ; Paltani, S. ; Pellò, R. ; Pozzetti, L. ; Radovich, M. ; Vergani, D. ; Zucca, E. ; Bondi, M. ; Bongiorno, A. ; Brinchmann, J. ; Cucciati, O. ; de Ravel, L. ; Gregorini, L. ; Perez-Montero, E. ; Mellier, Y. ; Merluzzi, P.

In: Monthly Notices of the Royal Astronomical Society, 2010, vol. 406, no. 2, p. 1306-1317

Unconventional feeds for small ruminants in dry areas have a minor effect on manure nitrogen flow in the soil-plant system

Abbeddou, S. ; Diekmann, J. ; Rischkowsky, B. ; Kreuzer, M. ; Oberson, A.

In: Nutrient Cycling in Agroecosystems, 2013, vol. 95, no. 1, p. 87-101

Late Jurassic to earliest Cretaceous palaeoclimatic evolution of the southern North Sea

Abbink, Oscar

In: Global and planetary change : a daughter journal of palaeogeography, palaeoclimatology, palaeoecology, 2001, vol. 30, p. 231

The linear barycentric rational method for a class of delay Volterra integro-differential equations

Abdi, Ali ; Berrut, Jean–Paul ; Hosseini, Seyyed Ahmad

In: Journal of Scientific Computing, 2018, vol. 75, no. 3, p. 1757–1775

A method for solving delay Volterra integro-differential equations is introduced. It is based on two applications of linear barycentric rational interpolation, barycentric rational quadrature and barycentric rational finite differences. Its zero–stability and convergence are studied. Numerical tests demonstrate the excellent agreement of our implementation with the predicted convergence...

Nondiffusive fluxes in a Brownian system with Lorentz force

Abdoli, I. ; Vuijk, H. D. ; Sommer, J. U. ; Brader, Joseph M. ; Sharma, Abhinav

In: Physical Review E, 2020, vol. 101, no. 1, p. 012120

The Fokker-Planck equation provides a complete statistical description of a particle undergoing random motion in a solvent. In the presence of Lorentz force due to an external magnetic field, the Fokker-Planck equation picks up a tensorial coefficient, which reflects the anisotropy of the particle's motion. This tensor, however, cannot be interpreted as a diffusion tensor; there are...