Titlebook: Methodical Problems in Early Detection Programmes; Symposium held by th E. Walter,A. Neiß Conference proceedings 1985 Springer-Verlag Berli

引水渠

沉思的鱼

eustachian-tube

BARK

J. G. Brechtuch of it in the hands of the gentry and hence more a part of the history of the county community than a separate urban element in itself. Nor was it just the product of their strategic importance, though the numerous sieges of the war testify to the value contemporaries gave to that factor. Above a

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抗体

Berthold J. Maier hydrogen peroxide, for example 3–15 μM, or 0.1–0.5 mmol 10. cells, cause a significant mitogenic response with 25–45% growth stimulation. Higher H.O. concentrations of 120–150 μM, or 2–5 μmol 10. cells, cause a temporary growth-arrest that appears to protect cells from excess energy usage and DNA d

perjury

I. Guggenmoos-Holzmann hydrogen peroxide, for example 3–15 μM, or 0.1–0.5 mmol 10. cells, cause a significant mitogenic response with 25–45% growth stimulation. Higher H.O. concentrations of 120–150 μM, or 2–5 μmol 10. cells, cause a temporary growth-arrest that appears to protect cells from excess energy usage and DNA d

泄露

Dȯris Landuch models are important from an ecological point of view, since they describe population dynamics in island habitats. The main problem consists in determining the critical patch size, i.e., the smallest patch that can minimally sustain a population. As expected intuitively, the critical patch size

ligature

Deborah J. Moyar and stability properties of spatially discrete systems. A wide variety of phenomena in chemistry, biology, physics, and other fields involve the coupling between nonlinear, discrete units. Examples include arrays of Josephson junctions, chains of coupled diode resonators, coupled chemical or bioch

平庸的人或物

R. Chen,N. Mantel,R. R. Connellynt the general formalism for the asymptotic analysis of traveling fronts. The method relies on the hyperbolic scaling procedure, the theory of large deviations, and the Hamilton–Jacobi technique. A generic model that describes phenomena of this type is the RD equation (2.3) with appropriate kinetics