[PDF] Top 20 The class of functions spirallike with respect to a boundary point
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The class of functions spirallike with respect to a boundary point
... starlike functions with respect to a boundary ...each spirallike function with respect to a boundary point is a complex power of a corresponding function which is starlike ... See full document
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On a class of spiral like functions with respect to a boundary point related to subordination
... this class with a functional f (z)/( – z) and obtained a structured formula and coefficient estimates in the year ...the class of univalent functions on D, the image of which is star-shaped, with ... See full document
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One class of generalized boundary value problem for analytic functions
... a boundary value problem for analytic functions with two unknown functions on two parallel straight lines is studied, the general solutions in the different domains as well as the conditions of ... See full document
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Existence of a class of fractional difference equations with two point boundary value problem
... In [], Diaz and Osler concluded that the fractional difference by choice is a normal method of letting the index of differences, in the criterion appearance for the nth difference, to be any number (real or complex). ... See full document
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7. Certain classes of p-valent analytic functions with respect to symmetric and conjugate points involving a calculus operator
... conjugate and symmetric conjugate points respectively. Necessary and suffi- cient coefficient conditions for functions belonging to these classes are obtained. In addition, coefficient estimates, growth theorems, ... See full document
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Functions starlike with respect to other points
... In [7], Sakaguchi introduced the class S* of analytic functions f, normalised s by 1.1 which are starlike with respect to symmetrical points.. We begin by defining the class.[r] ... See full document
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Positive solutions for a class of fractional infinite-point boundary value problems
... Motivated by the above works, in this paper we aim to establish the existence of unique- ness and the nonexistence of positive solution to BVP (1.1). It is well known that the cone plays a very important role in seeking ... See full document
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Angle distortion theorems for starlike and spirallike functions with respect to a boundary point
... Suppose now that h ∈ Σ [1] and its image is contained in a horizontal strip of finite width πμ (0 < μ < ∞ ). In this case, the function g defined by (3.22) is univalent and star- like with respect to a ... See full document
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Some Results in Generalization of Janowski Functions Associated with (j,k)-Symmetric Points
... The class of functions with positive real part P plays a crucial role in geometric function ...like class of starlike S * , class of convex functions C , class of starlike ... See full document
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ON UNIFIED CLASS OF - SPIRALLIKE FUNCTIONS OFCOMPLEX ORDER
... in the open unit disc E = z C :| |< 1 z . Let 𝑆 be the subclass of A consisting of univalent functions. Also, we denote by S * , C and K the familiar subclasses of A consisting of functions which ... See full document
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Subclasses of α spirallike functions associated with Ruscheweyh derivatives
... , Uniformly convex functions and a corresponding class of starlike functions, Proceedings [7] of the American Mathematical Society 118 1993, no.. , On uniform starlikeness and related pr[r] ... See full document
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10. Schur convexity with respect to a class of symmetric functions and their applications
... The Schur convexity was introduced by I. Schur [5] in 1923, G. H. Hardy, J. E. Littlewood and G. P´ olya were also interested in some inequalities that are related to the Schur convexity [6]. It has many important ... See full document
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Boundary value problems for a new class of three point nonlocal Riemann Liouville integral boundary conditions
... Proof We transform problem (.)-(.) into a fixed point problem, u = Au, where the operator A is defined by (.). Obviously, fixed points of the operator A are solutions of problem (.)-(.). Using the Banach ... See full document
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Boundary behaviors of modified Green’s function with respect to the stationary Schrödinger operator and its applications
... with respect to the stationary Schrödinger operator on ...the boundary behaviors of generalized harmonic functions but also characterize the geometrical properties of the exceptional sets with ... See full document
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Evaluation of the Young’s Modulus of Rubber-Like Materials Bonded to Rigid Surfaces with Respect to Poisson’s Ratio
... transfer functions of a single-degree-of-freedom (SDOF) system will be ...The point of view presented above will be verified in this paper by using transfer functions obtained from a finite-element ... See full document
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The class Φα of auxiliary functions and fixed point in G-metric space
... Several fixed point theorems in metric space setting have been proved through contraction type conditions involving different types of auxiliary functions... The notion of contractive mo[r] ... See full document
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Boundary value problems for analytic functions in the class of Cauchy-type integrals with density in
... Another approach is known, which is opposite in a sense. When solving the problem of linear conjugation with a measurable bounded coefficient G in the explicit form, in this or other way, not making use of the boundedness ... See full document
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Some subclasses of multivalent spirallike meromorphic functions
... Aouf, MK: Certain subclasses of meromorphically multivalent functions associated with generalized hypergeometric function.. Aouf, MK: Certain subclasses of meromorphically p-valent funct[r] ... See full document
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Multiple Positive Solutions for a Class of Point Boundary Value Problems on Time Scales
... fixed point theorem with properties of Green’s function, this paper shows the existence of multiple positive solutions for a class of m-point second-order Sturm-Liouville-like boundary value ... See full document
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Positive solutions for a class of fractional 3 point boundary value problems at resonance
... fractional boundary value problem at resonance by using the coincidence degree theory due to Mawhin (see ...three- point boundary value problem (BVP for short) at ... See full document
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