[PDF] Top 20 Analytic functions over valued fields
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Analytic functions over valued fields
... For example, the local correspondence theorem, Schwarz’ lemma, denote respectively the closed and open unit ball of K... The local correspondence theorem is our starting point for the st[r] ... See full document
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A change of scale formula for Wiener integrals of cylinder functions on the abstract Wiener space II
... complex- valued Borel measure µ on Ꮾ(R n ), the Borel σ -algebra of R n with µ < ∞, the analytic Feynman integral of F exists, although the analytic Feynman integral, lim z→−iq I aw (F; z) = lim ... See full document
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On defining the generalized functions δα(z) and δn(x)
... In this paper, ve choose a fixed analytic branch such that z’- < arg z _< is an analytic single-valued function amd define iz on a suitable function space In.. Similar results on ’z are[r] ... See full document
6
Special Numbers on Analytic Functions
... , 0 = { 0,1, 2, 3, } = { } 0 and − = − − − { 1, 2, 3, } . Here, denotes the set of integers, denotes the set of real numbers and denotes the set of complex numbers. We assume that ln ( ) z denotes ... See full document
8
A study of stochastic processes in Banach spaces
... our analytic functions as el- ements of vector valued Hardy spaces, as was done in the nite dimensional case by Masani and Wiener ([37], [38]) and more recently in the general case by Pisier ([43]), ... See full document
103
Encoding complex valued fields using intensity
... Abstract: We present an approach enabling the representation of complex values using intensity only fields. The method can be used for imaging with structured illumination and allows the study of new propagating ... See full document
12
Geometric Characterizations of the Differential Shift Plus Alexander Integral Operator
... Abstract. In this effort, we deal with a new integral operator in the open unit disk. This operator is formulated by the complex Alexander operator and its derivative. Furthermore, we introduce a new subspace of the ... See full document
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Application of quasi-subordination for certain subclasses of bi-univalent functions of complex order
... all functions in A which are univalent in ...between analytic functions, let the functions f and g be analytic in ...(z), analytic in ∆ ... See full document
6
Dimensional Regularization in Position Space, and a Forest Formula for Epstein-Glaser Renormalization
... Dimensional regularization in position space amounts essentially to a change of the or- der of the Bessel functions defining the propagators. Such a procedure was first proposed by Bollini and Giambiagi [BG96] and ... See full document
52
On A Subclass Of N-Uniformly Multivalent Functions Used By Incomplete Beta Function
... Key words and phrases : Analytic functions , Multivalent functions , Coefficient estimate, Distortion theorem, Starlike functions , Convex functions, Close-to-close functions, [r] ... See full document
20
Kernels for Vector-Valued Functions: a Review
... Prediction over one of the variables is per- formed using ...likelihood functions of several systems that include the primary observations and each of the subgroups of the secondary ... See full document
38
Multivalent functions and QK spaces
... [1] R. Aulaskari and P. Lappan, Criteria for an analytic function to be Bloch and a harmonic or meromorphic function to be normal, Complex Analysis and Its Applications (Hong Kong, 1993), Pitman Res. Notes Math. ... See full document
10
Application of Srivastava-Attiya Operator to the Generalization of Mocanu Functions
... two functions f and g is denoted by f ≺ g and defined as f(z) = g(w(z)), where w(z) is schwarz function in f ...univalent functions, starlike functions and convex functions ...of ... See full document
12
On differential subordinations for a class of analytic functions defined by a linear operator
... Over the past few decades, several authors have obtained criteria for univalence and starlikeness depending on bounds of the functionals zf (z)/f (z) and 1 + zf (z)/f (z). See [4, 5, 7] and the references in [7]. ... See full document
12
Approximation of Analytic Functions by Kummer Functions
... an analytic function satisfies some conditions given in the following theorem, then it can be approximated by a “combination” of Kummer functions such as Mα, β, x and M1 α − β, 2 − β, x see the first part ... See full document
11
Existence And Uniqueness Of The Adjoint Function For Degree-One Approximation: Dasguptas Approach
... linear functions, and it was found that the execution of the process of interpolation became quite ...wedge functions(ratio of two polynomials) known as Wachspress‘ ...extended over polygons and ... See full document
7
On Henstock Stieltjes Integrals of Interval Valued Functions and Fuzzy Number Valued Functions
... interval-valued functions and fuzzy- number-valued functions and obtained a number of their ...interval- valued Henstock-Stieltjes integral on time scales and investigated some ... See full document
8
On AP Henstock Integrals of Interval Valued Functions and Fuzzy Number Valued Functions
... The paper is organized as follows. In Section 2, we have a tendency to provide the preliminary terminology used in this paper. Section 3 is dedicated to discussing the AP-Henstock integral of interval-valued ... See full document
11
Core Formation in Partially Ionized Magnetic Molecular Clouds
... stars over regions of ∼ 1 pc over the first few million years of their ...frames over which stars are formed, our observations only provide a snapshot of the conditions present in the cloud at that ... See full document
137
On the multivalency of certain analytic functions
... convex functions of order α, ...convex functions of order α was introduced in [] and [] with their geometric ...convex functions; see for example ... See full document
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