Sentence examples for dimensions form a from inspiring English sources
Together, these dimensions form a core set of concerns relating to how people perceive and use the greenway for recreation and related experiences.
These dimensions form a self-evaluation scale of 32 items scored on a 5-point Likert scale ranging from "strongly disagree" to "strongly agree" (Additional file 1).
Taken together, these observations are consistent with assembly of a ring from monomeric units of constant dimensions forming a central void visible with negative staining, such that when monomers were added, the width of the protein ring did not change, but the pore diameter increased correspondingly.
It was also an unstable one with one dimension being divergent and another two dimensions forming an unstable limit cycle.
Under these conditions, the proteins that do not form disulfide bond electrophorese identically in both dimensions and form a diagonal after the second dimension.
The SDGs combine on a unique way the social, economic and environmental dimensions to form a modern trinity upon which a sustainable future can be built.
When these locations are plotted in two dimensions, they form a hexagonal grid: this 'grid cell map' enables the animal to keep track of its position as it navigates through its environment.
Secondly, we combined the two dimensions to form a typology with four different alternatives: one which implied neither choice nor mobility (i.e. not bypassing the local hospital); one with individual choice but without mobility; one without individual choice but with mobility; and one with both individual choice and mobility.
Dimensions form the axes of the graphical representation of the associations between categories or subjects that can be visualized as clusters or patterns.
The technique is based on the premise that certain instances, i.e. whose dimensions form vectors that approximate each other, tend to belong to the same class.
end{aligned}The dimension subgroups form a descending central series which is closely related to the lower central series (gamma _i G) defined inductively by (gamma _1 G= G) and (gamma _i G= [gamma _{i-1}G, G]) for (i>1).
