# Tagged Questions

18 views

### The bandwidth of the signal $x(t)$.

The bandwidth (B) of the signal $x(t)$ is the range of frequencies (measured on the positive semi-axis) in which $X(\omega)$ takes values ​​different from $0$. Very often $X(\omega)$ is different from ...
168 views

### Any good introductory book/tutorial on Fourier Transform (up to FFT) with plenty of exercises and solutions?

I wonder what could be a good book to start learning in depth all aspects of the Fourier transform up to the FFT algorithm, and beyond. I am going to dedicate quite some time on the subject, so I ...
34 views

### Question about the frequency domain and the fourier transform

if you have a signal say x(t) in continuous time and you transform it using the Fourier transform for continuous time you get X(w) which is the frequency domain representation of this signal x(t). ...
39 views

### Amplitude Spectrum, Nyquist Frequency, mixed/min/max wavelets

The problem is here. Now I know the definition of mixed/max/min phase wavelets, whether the roots lie within the unit circle or not. Starting from n = 1, let $$x_t = ( 5, 6)$$ $$X(z) = 5 + 6z$$ ...
55 views

### Fourier transform of 1 cycle of sine wave

Consider the signal: \begin{align*} f(t) &= \sin(\omega t) \tag{0 \leq t \leq 2\pi/\omega}\\ &= 0 \tag{elsewhere} \end{align*} How to compute the Fourier transform of $f(t)$? I ...
43 views