Add to ORKGABSTRACT. This paper provides the asymptotic estimate for the expected number of real ze-ros of a random hyperbolic polynomial gl cosh x + 292 cosh 2x + + ng, cosh nx where g, (j 1,2,...,n) are independent normally distributed random variables with mean zero and variance one. It is shown that for sufficiently large n this asymptotic value is (1/r)log n
AbstractThere are many known asymptotic estimates for the expected number of real zeros of polynomia...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
There are many known asymptotic estimates for the expected number of real zeros of an algebraic poly...
ABSTRACT. This paper provides the asymptotic estimate for the expected number of real ze-ros of a ra...
AbstractThe asymptotic estimate of the expected number of real zeros of the random hyperbolic polyno...
If g1,g2,...,gn are independent, normally distributed random variables with mean zero and variance o...
We have proved here that the expected number of real zeros of a random hyperbolic polynomial of the ...
AbstractThere are many known asymptotic estimates for the expected number of real zeros of polynomia...
AbstractSuppose that the n + 1 coefficients of a polynomial of degree n are independent normally dis...
In this paper, we show that the asymptotic estimate for the expected number of K-level crossings of ...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
Let T;(x),T(x),...,T(x) be a sequence of normalized Legendre polyno-mials orthogonal with respect to...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
AbstractThere are many known asymptotic estimates for the expected number of real zeros of polynomia...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
There are many known asymptotic estimates for the expected number of real zeros of an algebraic poly...
ABSTRACT. This paper provides the asymptotic estimate for the expected number of real ze-ros of a ra...
AbstractThe asymptotic estimate of the expected number of real zeros of the random hyperbolic polyno...
If g1,g2,...,gn are independent, normally distributed random variables with mean zero and variance o...
We have proved here that the expected number of real zeros of a random hyperbolic polynomial of the ...
AbstractThere are many known asymptotic estimates for the expected number of real zeros of polynomia...
AbstractSuppose that the n + 1 coefficients of a polynomial of degree n are independent normally dis...
In this paper, we show that the asymptotic estimate for the expected number of K-level crossings of ...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
AbstractWe study the expected number of real zeros of an algebraic polynomial of degree n, whose coe...
Let T;(x),T(x),...,T(x) be a sequence of normalized Legendre polyno-mials orthogonal with respect to...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
AbstractThere are many known asymptotic estimates for the expected number of real zeros of polynomia...
This paper provides an asymptotic estimate for the expected number of real zeros of a random algebra...
There are many known asymptotic estimates for the expected number of real zeros of an algebraic poly...