The domain of the function y=sin^(-1)(-x^(2)) is 01:27 The domain of y=cos^(-1)(x^(2)-4) is 02:36 The value of the expression sin[cot^(-1)(cos(tan^(-1)1))] is 02:26 The value of tan^(2)(sec^(-1)(2))-sec^(2)(sec^(-1)(2)) is 01:00 Which of the ...
Flow chart of structured illumination microscopy based on principal component analysis. a The raw 3-step phase-shifting SIM images and the separated spectral components. b The 1-order spectrum after being shifted k_{int}. c Phases of the inverse Fourier transform of b (c1), magnified phase ma...
These low-rank matrices can be backed to 𝑚m one-dimensional component signals by inverse transform. In Section 2.2, it will show that the one-dimensional components related to fault feature can be identified from these signal through the MPSE characteristic of the signal. Thus, there are 𝑜...
These low-rank matrices can be backed to 𝑚m one-dimensional component signals by inverse transform. In Section 2.2, it will show that the one-dimensional components related to fault feature can be identified from these signal through the MPSE characteristic of the signal. Thus, there are 𝑜...