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Elementary proofs of the complete injectivity of the Haagerup norm, and of the extension theorem for completely bounded maps, are given.
Since lethal temperatures increase as bud development progresses, separate sets of maps are given for each growth stage (green tip, 1/2″ green, tight cluster, pink, bloom, and petal fall).
"Fuzzy cognitive map", preliminaries for fuzzy cognitive maps are given.
The estimated abundance maps are given in Figure 12, where the maximum abundance value ξ j of each endmember j is high due to the maximum spatial dispersion constraint.
The outputs of CVA are shown in Figs. 3c, d, e and 4c, d, e separately for the two case studies, where the angle, magnitude and the final change maps are given.
EM maps are given as 3D grids of electron density values and the objects are visualized by selecting one or more density cutoffs and drawing equi-density contours.
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Other examples of the use of valence maps are give in section 24 which deals with ion conducting glasses.
Additionally, the intraspecific maps were placed at higher weights, while the interspecific maps were given lower weights.
The highest weights were applied to the highly manually curated EST maps by Hill et al.13 and the less manually curated maps were given lower weights14,15.
The flowchart elucidating the development of land use maps is given in Fig. 2.
The detailed procedures to generate a keogram from two-dimensional GPS-TEC maps is given by Tsugawa et al. (2011).
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