Add to ORKGPreliminary version. We describe the limit zero distributions of sequences of polynomials with positive coefficients. We also characterize the polynomials with real coefficients for which some power has positive coefficients
An inequality is established which provides a unifying principle for the distribution of zeros of re...
AbstractA class of upper bounds for the positive roots of a polynomial is discussed, and it is shown...
AbstractThe present paper gives a complete answer to a question concerning an inequality for derivat...
Preliminary version. We describe the limit zero distributions of sequences of polynomials with posit...
Abstract. We describe the limit zero distributions of sequences of polynomials with positive coeffic...
We describe the limit zero distributions of sequences of polynomials with positive coefficients
The work of Harper and subsequent authors has shown that finite sequences (a0,..., an) arising from ...
AbstractThe work of Harper and subsequent authors has shown that finite sequences (a0, …, an) arisin...
SIGLECNRS-CDST / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
This licentiate consists of two papers treating polynomial sequences defined by linear recurrences. ...
The recent interest in isolating real roots of polynomials has revived interest in computing sharp u...
AbstractThe location of the zeros of a family of polynomials satisfying a three-term recurrence rela...
We consider a nonconstant polynomial P with real coeţients that has at least one negative coeţient a...
AbstractWe consider a certain type of polynomial equations for which there exists—according to Desca...
Let P(z) be a polynomial of degree n with real or complex coefficients. In this paper, we shall obta...
An inequality is established which provides a unifying principle for the distribution of zeros of re...
AbstractA class of upper bounds for the positive roots of a polynomial is discussed, and it is shown...
AbstractThe present paper gives a complete answer to a question concerning an inequality for derivat...
Preliminary version. We describe the limit zero distributions of sequences of polynomials with posit...
Abstract. We describe the limit zero distributions of sequences of polynomials with positive coeffic...
We describe the limit zero distributions of sequences of polynomials with positive coefficients
The work of Harper and subsequent authors has shown that finite sequences (a0,..., an) arising from ...
AbstractThe work of Harper and subsequent authors has shown that finite sequences (a0, …, an) arisin...
SIGLECNRS-CDST / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
This licentiate consists of two papers treating polynomial sequences defined by linear recurrences. ...
The recent interest in isolating real roots of polynomials has revived interest in computing sharp u...
AbstractThe location of the zeros of a family of polynomials satisfying a three-term recurrence rela...
We consider a nonconstant polynomial P with real coeţients that has at least one negative coeţient a...
AbstractWe consider a certain type of polynomial equations for which there exists—according to Desca...
Let P(z) be a polynomial of degree n with real or complex coefficients. In this paper, we shall obta...
An inequality is established which provides a unifying principle for the distribution of zeros of re...
AbstractA class of upper bounds for the positive roots of a polynomial is discussed, and it is shown...
AbstractThe present paper gives a complete answer to a question concerning an inequality for derivat...