Aarhus Universitets segl

Publikationer

Følg med i de senest publicerede videnskabelige artikler fra Institut for Biologi. Oversigten viser Instituttets publikationer med de nyeste øverst:

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Jensen, F. H., Wahlberg, M., Bejder, L. & Madsen, P. T. (2008). Source characteristics and propagation of bottlenose dolphin whistles in the wild. Poster-session præsenteret på Acoustic communication by animals, Corvallis, Oregon, USA.
Mosses, P. D. & Czaja, L. (red.) (2003). Some Novel Techniques in Operational Semantics. I L. Czaja (red.), Concurrency, Specification, and Programming, CS\&P 2003, Czarna, Poland, Proceedings (s. 21-34). Warsaw University.
Hilligsøe, K. M., Richardson, K., Bendtsen, J., Lyngsgaard, M. M., Sørensen, L. L. & Nissen, J. (2009). The Biological Pump: How large and how vulnerable a component of the ocean's carbon uptake?. Poster-session præsenteret på Climate Change Congress, København, Danmark.
Bendtsen, J., Hilligsøe, K. M., Hansen, J. L. S., Richardson, K. & Segschneider, J. (2009). Reduced CO2 uptake in a warmer ocean due to increased remineralisation rates of organic matter in the twilight zone. Poster-session præsenteret på Climate Change Congress, København, Danmark.
Balslev, E. & Venkov, A. (2000). Selberg's eigenvalue conjecture and the Siegel zeros for Hecke L-series. I Analysis on homogeneous spaces and representation theory of Lie groups, Okayama-Kyoto (1997) (s. 19-32). Mathematical Society of Japan.
Balslev, E. & Venkov, A. (1997). The Weyl law for subgroups of the modular group. Department of Mathematical Sciences, Aarhus University.
Venkov, A. (1995). Approximation of Maass forms by analytic modular forms. Saint Petersburg Mathematical Journal, 6(6), 1167-1177.
Venkov, A. & Nikitin, A. M. (1994). The Selberg trace formula, Ramanujan graphs and some problems in mathematical physics. Saint Petersburg Mathematical Journal, 5(3), 419-484.
Venkov, A. (1993). On a multidimensional variant of the Roelcke-Selberg conjecture. Saint Petersburg Mathematical Journal, 4(3), 527-538.
Venkov, A. (1992). Some relations between the analysical modular forms and Maass waveforms for PSL (2, Z). Mathematischen Instituts der Georg-August-Universität Göttingen.
Rattan, S. & Demirovic, D. (2010). Hormesis and aging. I M. P. Mattson & E. Calabrese (red.), Hormesis: A Revolution in Biology, Toxicology and Medicine (s. 153-175). Springer Science+Business Media.
Rattan, S. & Demirovic, D. (2010). Hormesis as a mechanism for the anti-aging effects of calorie restriction. I A. Everitt, S. I. S. Rattan, D. Le Couteur & R. de Cabo (red.), Calorie Restriction, Aging and Longevity (s. 233-245). Springer.
Kragh, H. (2008). Max Planck and quantum theory: The reluctant revolutionary. Science & Culture Review, 5(6), 23-31.
Kuimova, M., Botchway, S. W., Parker, A. W., Balaz, M., Collins, H. A., Anderson, H. L., Suhling, K. & Ogilby, P. R. (2009). Imaging Intracellular Viscosity of a Single Cell during Photoinduced Cell Death. Nature Chemistry, 1, 69-73.
Jørgensen, J. M. (2009). Hvirveldyr. Gyldendal.
Normand, S., Treier, U. A., Randin, C., Vittoz, P., Guisan, A. & Svenning, J.-C. (2009). Importance of abiotic stess as a range-limit determinant for European plants. Poster-session præsenteret på Biennial Conference of the International Biogeography Society, Merida, Mexico.
Van Colen, C., Montserrat, F., Middelburg, JJ., Herman, PM., Andersson, M., Rossi, F., Gribsholt, B., Vincx, M., Ysebaert, T. & Degraer, S. (2009). Restoration of estuarine tidal mudflat sediments after hypoxia. Abstract fra ASLO Aquatic Sciences Meeting 2009, Nice, Frankrig.
Venkov, A. (1984). The automorphic scattering matrix for the Hecke group Γ(2cos(π/q)). Matematicheskii Institut im. V.A. Steklova. Trudy, 163, 32-36.
Venkov, A. (1984). Spectral theory of automorphic functions for Fuchsian groups of the first kind and its applications to some classical problems of the monodromy theory. I Proceedings of the International Congress of Mathematicians, August 16- 24, 1983, Warszawa (Bind 2, s. 909-919). PWN-Polish Scientific Publishers.
Venkov, A. (1983). On accessory coefficients in the Schwarz equation. Soviet Mathematics. Doklady, 27, 695-698.

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