- What is a separable kernel?
- What is separable kernel in integral equation?
- What is degenerate kernel?
- What is symmetric kernel?
What is a separable kernel?
A separable kernel gives separate control of the frequency-smoothing and time-smoothing of the WVD which is an improvement over the spectrogram which does not have flexibility to independently adjust smoothing along the time and/or the frequency axis [62].
What is separable kernel in integral equation?
A separable kernel K(x,s) is the one that can be rewritten in the form of K(x,s)=N∑i=1Ai(x)Bi(s).
What is degenerate kernel?
The degenerate kernel approximation is the simplest method for numer- ically solving integral equations of the second kind as far as its under- standing and error analysis are concerned.
What is symmetric kernel?
1.1 Symmetric kernel
A complex valued kernel k(x, t), a ≤ x, t ≤ b is called a symmetric or Hermitian kernel of an integral equation if k(x, t) = k(t, x), where the bar denotes the complex conjugate. In this situation, the integral equation is also called a ”symmetric integral equation”.