In Von Neumann analysis, the solution is expanded using ____________

In Von Neumann analysis, the solution is expanded using ____________ Correct Answer Fourier series

Von Neumann stability analysis is otherwise called as Fourier stability analysis. It is a technique used to analyse the stability of linear partial differential equations. It is named as Fourier stability analysis as it is based on Fourier decomposition of numerical error.

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Which among the following does NOT help in reducing the 'Von Neumann bottleneck'?
Which of the following statements are true for von Neumann architecture?
Von Neumann architecture is __________
Von Neumann architecture is used in ____