The phrase "a chain of component" is not correct.
Did you mean "a chain of components"? You can use it when referring to a series of interconnected parts or elements that work together in a system.
Example: "In the manufacturing process, each machine is part of a chain of components that contribute to the final product."
Alternatives: "a series of components" or "a sequence of components".
But G.M.'s move toward bankruptcy made Chrysler's debt restructuring inevitable and nearly took down Ford Motor and an entire supply chain of component manufacturers — and that didn't cause panic.
In summary, using brain seeking MB231Br cells and other human BPBC cell lines as models, we identified an mPR α mediated pathway that involves Src/FAK and a chain of downstream cell signaling components.
Subsequently, the OODA loop can be presented as a chain of actions created by independent components of both the organization and its environment.
When a company builds products like cars, drugs and electronics, it establishes a complex supply chain of components and ingredients.
Bassorin, a pectin component, has a chain of (1→4 -linked α-D-galacturonic acid units, some of which are substituted at O-3 with β-D-xylopyranosyl units and some of these being terminated with D-galactose or L-fucose (Tischer et al. 2002; Hassan et al. 201→4 -linkedet al. 2010).
When (mathrm{NEMS}=frac{mathrm{LGD}+1}{n n-1)}), G( V, E) comprised a chain n-1(mathrm{LGD}+1) nodes, and (n-( {mathrm{LG V+1})) componEnts eacomprisedne node.
Even a small change in one component can trigger a chain of consequences in the other parts.
It summarizes the development of a cost curve representing the full chain of components necessary for the capture and geologic storage of CO2 from China's power generation and industrial sectors.
It is called a strict Liapunov function for F if it is a Liapunov function for F and L ( f ( x ) ) < L ( x ) whenever x ∉ R F. A chain component of an invertible IFS F is an equivalence class of the following equivalence relation on R F. Points x and y are equivalent if and only if, for each ε > 0, there is an ε -chain for F and an ε -chain for F − 1, each of which contains both x and y.
