[HTML][HTML] Certain subclasses of meromorphically multivalent functions associated with the linear operator
P He, D Zhang - Applied mathematics letters, 2011 - Elsevier
P He, D Zhang
Applied mathematics letters, 2011•Elsevier… In this paper, we introduce and investigate various inclusion relationships and
convolution properties of a certain class of meromorphically p-valent functions, which are
defined in this paper by means of a linear operator. … Corresponding to the function ϕ p ( a
, c ; z ) , we introduce a linear operator C p ( a , c ) , which is defined by means of the
following Hadamard product (4) C p ( a , c ) f ( z ) = ϕ p ( a , c ; z ) ∗ f ( z ) ( f ( z ) ∈ Σ p ) . …
Recently, many authors have studied some subclasses of the meromorphically p -valent …
convolution properties of a certain class of meromorphically p-valent functions, which are
defined in this paper by means of a linear operator. … Corresponding to the function ϕ p ( a
, c ; z ) , we introduce a linear operator C p ( a , c ) , which is defined by means of the
following Hadamard product (4) C p ( a , c ) f ( z ) = ϕ p ( a , c ; z ) ∗ f ( z ) ( f ( z ) ∈ Σ p ) . …
Recently, many authors have studied some subclasses of the meromorphically p -valent …
In this paper, we introduce and investigate various inclusion relationships and convolution properties of a certain class of meromorphically p-valent functions, which are defined in this paper by means of a linear operator.
Elsevier
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