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Q91Section II (Mathematics)91 of 180

Integral equations — eigenvalues of cos⁡(t+s)\cos(t+s) on [0,π][0,\pi]

The eigenvalues of the Fredholm integral equation x(t)=1+λ∫0πcos⁡(t+s) x(s) dsx(t)=1+\lambda\int_0^\pi\cos(t+s)\,x(s)\,ds are:

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