We investigate value distribution and uniqueness problems of meromorphic functions with their q-shift. We obtain that if f is a transcendental meromorphic (or entire) function of zero order, and Q(z) is a polynomial, then afn(qz)+f(z)−Q(z) has infinitely many zeros, where q∈ℂ∖{0}, a is nonzero constant, and n≥5 (or n≥3). We also obtain that zero-order meromorphic function share is three distinct values IM with its q-difference polynomial P(f), and if limsup r→∞(N(r,f)/T(r,f))<1, then f≡P(f)
In this paper, we study the unicity of entire functions concerning their $q-$shifts and $k-$th deriv...
AbstractIn this paper, we investigate uniqueness problems of meromorphic functions concerning differ...
Let $ f(z) $ be a transcendental meromorphic function of finite order and $ c\in\Bbb{C} $ be a nonze...
We investigate value distribution and uniqueness problems of meromorphic functions with their q-shif...
In this paper, we deal with value distribution for q-shift polynomials of transcendental meromorphic...
In this paper, we deal with value distribution for q-shift polynomials of transcendental meromorphic...
AbstractWe investigate value distribution and uniqueness problems of difference polynomials of merom...
Abstract. We investigate the value distribution and uniqueness problems of difference polynomials of...
In this paper, we study the zero distributions on the derivatives of q-shift difference polynomials ...
Abstract. In this paper, by using the q-difference analogue of lemma on the logarithmic derivative l...
summary:We investigate the uniqueness of a $q$-shift difference polynomial of meromorphic functions ...
summary:We investigate the uniqueness of a $q$-shift difference polynomial of meromorphic functions ...
We investigate the value distribution and uniqueness problems of difference polynomials of entire an...
The uniqueness theory of meromorphic functions studies the uniqueness conditions which can, to some ...
In this paper, we study the unicity of entire functions concerning their $q-$shifts and $k-$th deriv...
In this paper, we study the unicity of entire functions concerning their $q-$shifts and $k-$th deriv...
AbstractIn this paper, we investigate uniqueness problems of meromorphic functions concerning differ...
Let $ f(z) $ be a transcendental meromorphic function of finite order and $ c\in\Bbb{C} $ be a nonze...
We investigate value distribution and uniqueness problems of meromorphic functions with their q-shif...
In this paper, we deal with value distribution for q-shift polynomials of transcendental meromorphic...
In this paper, we deal with value distribution for q-shift polynomials of transcendental meromorphic...
AbstractWe investigate value distribution and uniqueness problems of difference polynomials of merom...
Abstract. We investigate the value distribution and uniqueness problems of difference polynomials of...
In this paper, we study the zero distributions on the derivatives of q-shift difference polynomials ...
Abstract. In this paper, by using the q-difference analogue of lemma on the logarithmic derivative l...
summary:We investigate the uniqueness of a $q$-shift difference polynomial of meromorphic functions ...
summary:We investigate the uniqueness of a $q$-shift difference polynomial of meromorphic functions ...
We investigate the value distribution and uniqueness problems of difference polynomials of entire an...
The uniqueness theory of meromorphic functions studies the uniqueness conditions which can, to some ...
In this paper, we study the unicity of entire functions concerning their $q-$shifts and $k-$th deriv...
In this paper, we study the unicity of entire functions concerning their $q-$shifts and $k-$th deriv...
AbstractIn this paper, we investigate uniqueness problems of meromorphic functions concerning differ...
Let $ f(z) $ be a transcendental meromorphic function of finite order and $ c\in\Bbb{C} $ be a nonze...