Sentence examples for richness structure from inspiring English sources

However, knowing how tree species richness, structure and productivity are correlated helps us understand the whole forest ecosystem.

Therefore, the richness, structure, and composition of bacterial communities were characterized in closed photobioreactor cultivations of Nannochloropsis salina in F/2 medium at different scales, across nine months spanning late summer – early spring, and during a sequence of serially inoculated cultivations.

However, as we remain ignorant of the richness, structure, and genetic diversity of the community it is not possible to work with more objective measures of success.

We studied the effect of plant species richness and structure on bird species richness, diversity and community structure in 25 public gardens in Tel-Aviv city and, neighboring suburbs, Israel.

We wanted to test the interaction of tree species richness and structure in particular.

Overall richness and structure may take decades to reach primary cloud forest levels (Myster 2004b).

Species richness, assemblage structure and turn-over of other macroalgae were more associated with seasonal changes in kelp biomass than environmental variables per se.

The results suggest a strong interaction between resource availability and herbivory in their influence on the composition, species richness and structure of the plant communities.

Considering that the effects of species richness and structure on productivity in our model can only be very small, we can still take them seriously and interpret their trends.

The importance of applications of nonexpansive mappings in modular function spaces lies in the richness of structure of modular function spaces, that is, besides being Banach spaces (or F-spaces in a more general setting --are equipped with modular equivalentsetting --aremetric notionsetting --arerequippeded with almodularequivalentsnvergence and cofvergenormin submeasure.

The importance of applications of nonexpansive mappings in modular function spaces lies in the richness of structure of modular function spaces that besides being Banach spaces (or F-spaces in a more general settings) are equipped with modular equivalents of norm or metric notions, and also are equipped with almost everywhere convergence and convergence in submeasure.