Publication date
November 2017
DOI Publisher
Springer Science and Business Media LLCAbstract
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-real meromorphic functions in the plane
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-real meromorphic functions in the plane
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Abstract. The derivative of a transcendental meromorphic function all of whose zeros are multiple as...
AbstractLet f be a transcendental meromorphic function and let R be a rational function, R≢0. We sho...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
Let f be a meromorphic function in the plane and let e f(z) = f(_z) (this notation will be used thro...
Let f be a meromorphic function in the plane and let e f(z) = f(_z) (this notation will be used thro...
We investigate when differential polynomials in real transcendental meromorphic functions have non-r...
The paper proves a special case of a conjecture of Hellerstein, Shen and Williamson concerning non-r...
Abstract. We prove a theorem which implies the following: if f is meromor-phic of nite order in the ...
In 1943, G. Polya conjectured that the number of non-real zeros the kth derivative of a real entire ...
Let f be a transcendental meromorphic function such that all but finitely many of the poles of f and...
Abstract. It is shown that if f is transcendental and meromorphic in the plane with finitely many cr...
Let f be a function transcendental and meromorphic in the plane, and define g(z) by g(z) = ∆f(z) =...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Abstract. The derivative of a transcendental meromorphic function all of whose zeros are multiple as...
AbstractLet f be a transcendental meromorphic function and let R be a rational function, R≢0. We sho...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
Let f be a meromorphic function in the plane and let e f(z) = f(_z) (this notation will be used thro...
Let f be a meromorphic function in the plane and let e f(z) = f(_z) (this notation will be used thro...
We investigate when differential polynomials in real transcendental meromorphic functions have non-r...
The paper proves a special case of a conjecture of Hellerstein, Shen and Williamson concerning non-r...
Abstract. We prove a theorem which implies the following: if f is meromor-phic of nite order in the ...
In 1943, G. Polya conjectured that the number of non-real zeros the kth derivative of a real entire ...
Let f be a transcendental meromorphic function such that all but finitely many of the poles of f and...
Abstract. It is shown that if f is transcendental and meromorphic in the plane with finitely many cr...
Let f be a function transcendental and meromorphic in the plane, and define g(z) by g(z) = ∆f(z) =...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Abstract. The derivative of a transcendental meromorphic function all of whose zeros are multiple as...
AbstractLet f be a transcendental meromorphic function and let R be a rational function, R≢0. We sho...
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