Add to ORKGIf 0 < p < 1 and f is an analytic function in the unit disc = fz 2 C: jzj < 1g, we set, as usual, Mp(r; f) =
f.BSTRACT: For analytic $\overline{\mathrm{r}}\mathrm{u}\mathrm{n}\mathrm{c}\mathrm{C}\mathrm{i}\mat...
Let S∗(α) denote the class of functions f analytic in the open unit disc D = {z ∈ C; |z | < 1}, n...
Let A be the class of functions f: f(z) = z + n=2 anz n analytic in the open unit disc U. Let qfs (...
We introduce the analytic functions f (z) = z + k=n+1 akz k ( n ∈ N) and p(z) = z + m∑ s=1 bsj−s+1...
AbstractFor analytic functions f(z) and g(z) which satisfy the subordination f(z)≺g(z), J.E. Littlew...
For analytic and multivalent functions f(z) and p(z) in the open unit disk U, a subordination theore...
For analytic and multivalent functions f (z) and p(z) in the open unit disk U, a subordi-nation theo...
For analytic functions $f$(z) and $g(z) $ which satisfy the subordination $f(z)\prec 3$ $g(z) $ , J....
Abstract. Integral means of functions and their derivatives are studied. We find a relation between ...
AbstractIt is proved that a function u, harmonic in the unit disc, can be represented in the form u(...
Hilbert spaces of analytic functions generated by rotationally symmetric measures on disks and annul...
Abstract. We study univalent holomorphic functions in the unit diskU D fz: jzj < 1g of the form f...
We will develop a close analogy between convex functions and subfunctions with respect to solutions ...
ABSTRACT. Denote by T the class consisting of functions f(z)-----•-]n=2 anzn, an _> 0, that are a...
Complex numbers, complex functions, singularity, analytic function, integrable functions, Cauchy's t...
f.BSTRACT: For analytic $\overline{\mathrm{r}}\mathrm{u}\mathrm{n}\mathrm{c}\mathrm{C}\mathrm{i}\mat...
Let S∗(α) denote the class of functions f analytic in the open unit disc D = {z ∈ C; |z | < 1}, n...
Let A be the class of functions f: f(z) = z + n=2 anz n analytic in the open unit disc U. Let qfs (...
We introduce the analytic functions f (z) = z + k=n+1 akz k ( n ∈ N) and p(z) = z + m∑ s=1 bsj−s+1...
AbstractFor analytic functions f(z) and g(z) which satisfy the subordination f(z)≺g(z), J.E. Littlew...
For analytic and multivalent functions f(z) and p(z) in the open unit disk U, a subordination theore...
For analytic and multivalent functions f (z) and p(z) in the open unit disk U, a subordi-nation theo...
For analytic functions $f$(z) and $g(z) $ which satisfy the subordination $f(z)\prec 3$ $g(z) $ , J....
Abstract. Integral means of functions and their derivatives are studied. We find a relation between ...
AbstractIt is proved that a function u, harmonic in the unit disc, can be represented in the form u(...
Hilbert spaces of analytic functions generated by rotationally symmetric measures on disks and annul...
Abstract. We study univalent holomorphic functions in the unit diskU D fz: jzj < 1g of the form f...
We will develop a close analogy between convex functions and subfunctions with respect to solutions ...
ABSTRACT. Denote by T the class consisting of functions f(z)-----•-]n=2 anzn, an _> 0, that are a...
Complex numbers, complex functions, singularity, analytic function, integrable functions, Cauchy's t...
f.BSTRACT: For analytic $\overline{\mathrm{r}}\mathrm{u}\mathrm{n}\mathrm{c}\mathrm{C}\mathrm{i}\mat...
Let S∗(α) denote the class of functions f analytic in the open unit disc D = {z ∈ C; |z | < 1}, n...
Let A be the class of functions f: f(z) = z + n=2 anz n analytic in the open unit disc U. Let qfs (...