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Serveur d'exploration Lota lota - Curation (Istex)

Index « AbsEn.i » - entrée « exponential »
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Attention, site généré par des moyens informatiques à partir de corpus bruts.
Les informations ne sont donc pas validées.
exponent < exponential < exponentially  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 11.
Ident.Authors (with country if any)Title
000154 (1969) Kjell B. D Ving [Finlande] ; Juhani Hyv RinenAfferent and Efferent Influences on the Activity Pattern of Single Olfactory Neurons
000284 (1995) R. Eckmann [Allemagne]Fish species richness in lakes of the northeastern lowlands in Germany
000318 (1977) J. Correia [États-Unis] ; P. Landolt [Canada]A point process analysis of the spontaneous activity of anterior semicircular canal units in the anesthetized pigeon
000741 (2009) M. Bernreuther [Allemagne] ; A. Temming [Allemagne] ; J. Herrmann [Allemagne]Effect of temperature on the gastric evacuation in sprat Sprattus sprattus
000826 (1989) Dominique Roy [Canada] ; Danielle Messier [Canada]A review of the effects of water transfers in the La Grande Hydroelectric Complex (Québec, Canada)
000E32 (2001) Mladen Tudor [Croatie]Inter-comparison of some equations for evaluating fish daily ration by numerical experiment with an impulse-input feeding model
000F01 (2002) A. Specziàr [Hongrie]In situ estimates of gut evacuation and its dependence on temperature in five cyprinids
000F54 (1991) A. L. Jensen [États-Unis]Simulation of fish population responses to exploitation
001293 (1971) D. J. EdwardsEffect of temperature on rate of passage of food through the alimentary canal of the plaice Pleuronectes platessa L.
001368 (2006) L. Lam [Royaume-Uni] ; J. W. Mcbride [Royaume-Uni] ; J. Swingler [Royaume-Uni]The influence of thermal cycling and compressive force on the resistance of poly(3,4‐ethylenedioxythiophene)/poly(4‐styrenesulfonic acid)‐coated surfaces
001789 (1995) Kh. Abdulazizov ; Jürgen Appell [Allemagne] ; Giuseppe Conti [Italie] ; P. ZabrejkoThe Bogoljubov-Krylov averaging principle and the Cauchy problem for ordinary differential equations on the half-line

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