Consider the signal generated by Equation (10.4) in Problem 12 with c = 0 .1 and denote the signal as f. Create noisy measurements y = f + n by considering zero mean Gaussian noise with standard deviation ?. Retain the signal values of y at nodes 1 to 44 and make signal values at nodes 45 to 50 to zero. Now the goal is to recover the true signal f from y, where five signal values are missing. Using the results of Problem 16, find the inpainted signal and compute the RMSE for the following cases:
This problem is a computer-based exercise. You may use an appropriate software such Matlab
for solving this problem. Some useful code fractions can be found at the support website:
https://complexnetworksbook.github.io
You might also like to view...
Which of the following escape sequences represents a carriage return?
a. \n. b. \r. c. \cr. d. \c.
Scenario #2 ABC is a mid-size animation company that has historically worked on some of the major animation movies in the last few years. Their core competence is their animation engineers, and their very talented IT staff that manages their server farms and develops new versions of their custom animation software. When they are working on a particular animation sequence, their typical development cycle involves large spikes in computing and storage usage, as they render each section and each version. Over the years, as animations have become more sophisticated, these spikes have become larger and more unpredictable as they start pushing the boundaries of what is computationally possible. Consequently, they have seen their hardware and IT costs increase at a rapid rate in order to service
IaaS PaaS SaaS