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Define Historical example for Dynamical Network?
John Tyson constructed a nonlinear differential equation model representing the majority of the network of biochemical pathways occurring within yeast cells (Tyson et al. 2001). Every node in the network represents a particular enzyme or reagent; the concentration-dependent rates of reactions that generate and break down products are the links. Experimental data ascertains the structure of the network--the connection pattern and strengths of the links. The model suitably assumes the response of the system to novel perturbations such as removing a link-biologically, making a knockout mutant for a specific biochemical pathway. The model highlights critical reactions (network connections) that were not previously thought to be important. Such a theoretical approach is the only practical way to understand the emergent properties of such a network that cannot be tested empirically without an exhaustive series of experiments that grow exponentially with the size of the network.
Using an average wavelength of 450 nm (0.45 um) can you resolve two objects that sit greater than 200nm apart from one another? Use mathematical calculations to justify your answer
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