AbstractThe location of the zeros of a family of polynomials satisfying a three-term recurrence relation are studied. Various cases where some of the coefficients are positive or merely real (but the main coefficients are positive) are considered, and new results are obtained
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
This licentiate consists of two papers treating polynomial sequences defined by linear recurrences. ...
AbstractThe finite sequences of polynomials {Pn}n = 0N generated from three-term recurrence relation...
AbstractThe location of the zeros of a family of polynomials satisfying a three-term recurrence rela...
AbstractThis paper deals with the zeros of polynomials generated by a certain three term recurrence ...
AbstractThe finite sequences of polynomials {Pn}n = 0N generated from three-term recurrence relation...
AbstractThe location of all zeros of a finite family of polynomials defined by three term recurrence...
In this thesis, we study the problem of location of the zeros of individual polynomials in sequences...
In this thesis, we study the problem of location of the zeros of individual polynomials in sequences...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
summary:This paper establishes the necessary and sufficient conditions for the reality of all the ze...
summary:This paper establishes the necessary and sufficient conditions for the reality of all the ze...
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
This licentiate consists of two papers treating polynomial sequences defined by linear recurrences. ...
AbstractThe finite sequences of polynomials {Pn}n = 0N generated from three-term recurrence relation...
AbstractThe location of the zeros of a family of polynomials satisfying a three-term recurrence rela...
AbstractThis paper deals with the zeros of polynomials generated by a certain three term recurrence ...
AbstractThe finite sequences of polynomials {Pn}n = 0N generated from three-term recurrence relation...
AbstractThe location of all zeros of a finite family of polynomials defined by three term recurrence...
In this thesis, we study the problem of location of the zeros of individual polynomials in sequences...
In this thesis, we study the problem of location of the zeros of individual polynomials in sequences...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
This paper establishes the necessary and sufficient conditions for the reality of all the zeros in a...
summary:This paper establishes the necessary and sufficient conditions for the reality of all the ze...
summary:This paper establishes the necessary and sufficient conditions for the reality of all the ze...
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
AbstractLet PN+1(x) be the polynomial which is defined recursively by P0(x) = 0, P1(x) = 1, and αnPn...
This licentiate consists of two papers treating polynomial sequences defined by linear recurrences. ...