Some bounds for the expected number of level crossings of symmetric harmonizable p-stable processes (Q908578)

Exploiting some facts of the representation of p-stable random variables as series the author obtains certain expressions for the expected number of u level crossings by a real-valued, symmetric, harmonizable p-stable random process \(y_ p\), \(0<p<2\). By estimation the author obtains some bounds for the expected number of level crossings. Most of the results are similar to the well-known results for stationary Gaussian processes.