Carabids were caught in sixteen 1 4-year-old wildflower areas, identified and counted, their nutritional condition was calculated and calculations were related to habitat parameters (i.e. wildflower area age, vegetation cover, soil water content, habitat size, surrounding landscape composition) and sex.
Estimated readability performance at optimum condition was calculated by adding the average performance to the contribution of each parameter.
Methods to determine the values of the transport parameters such as the diffusion coefficient are described, and the dependency of the flux on the experimental condition was calculated.
According to the hydraulic calculation principles of the orifice outflow, the discharge capacity of the columnar reversing gate under the partial opening condition was calculated and checked.
The sample concentration providing 50% inhibition (IC50) under the assay condition was calculated from the graph of inhibition percentage against sample concentration.
Estimated readability performance at optimum condition was calculated by adding the average performance to the contribution of each parameter using the following equations (Phadke 1989).
The phase equilibrium under stressed condition was calculated by increasing the Gibbs energy of the α phase by 500 J/mol relative to that of the β phase.
The regional binding potential (BPND = (VT″region − VT″blocked)/VT″blocked) in the unblocked condition was calculated for each brain region relative to the hippocampus in the blocked condition, assumed to be a global surrogate for K1/k2, in the absence of specific binding.
The average number of 15 images, per condition, was calculated for 3 independent experiments.
The average of five randomly selected fields for each condition was calculated.
The average MFI of all the peaks for a particular condition was calculated and plotted as representative graphs.
