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Physics, Quantum Mechanics
Year 2
Linear Operators
Consider the square of the derivative operator D^2
(a) Show that D^2 is a linear operator
(b) Find the eigenfunctions and corresponding eigenvalues of D^2.
(c) Give an example of an eigenfunction of D^2 which is not an eigenfunction of D.
By OTA: Saibal Mitra, PhD (IP)
OTA Rating: 4.9/5
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