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[PDF] Top 20 On The Problem Of Entire Functions That Share a Small Function With Their Difference Operators

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On The Problem Of Entire Functions That Share a Small Function With Their Difference Operators

On The Problem Of Entire Functions That Share a Small Function With Their Difference Operators

... investigate the uniqueness of meromorphic functions sharing values with their shifts or difference ...proved a difference analogue of result of Jank ... Voir le document complet

19

Entire functions that share a small function with their difference operators

Entire functions that share a small function with their difference operators

... be a nonconstant entire function, let a be a finite nonzero constant, and let n be a positive ...(n+1) share the value a CM, then f ≡ f 0 ...on the ... Voir le document complet

13

p-adic meromorphic functions f' P' (f ), g' P' (g) sharing a small function

p-adic meromorphic functions f' P' (f ), g' P' (g) sharing a small function

... The problem of value sharing a small function by functions of the form f 0 P 0 (f ) was examined first when P was just of the form x n [7], ... Voir le document complet

31

Results on Shared Values of Entire Functions and their Homogeneous Differential Polynomials

Results on Shared Values of Entire Functions and their Homogeneous Differential Polynomials

... be a nonconstant entire function such that µ (f ) < ∞, and let a be a nonzero complex ...− a and L l [f ] − a share 0 CM, where L [f ] is defined by ... Voir le document complet

12

Complex meromorphic functions f&#039; P&#039; (f ), g&#039; P&#039; (g) sharing a small function

Complex meromorphic functions f' P' (f ), g' P' (g) sharing a small function

... or a small function, do we have f = g? We denote by A(C) the C-algebra of entire functions in C, by M(C) the field of meromorphic functions in ... Voir le document complet

26

Entire functions sharing small functions with their difference operators

Entire functions sharing small functions with their difference operators

... 1) share a (z) CM. The main of this paper is to give a differ- ence analogue of result of Theorem ...prove that the conclusion of Theorems E and F ... Voir le document complet

15

On Picard value problem of some difference polynomials

On Picard value problem of some difference polynomials

... assume that the reader is familiar with the fun- damental results and the standard notations of the Nevanlinna’s value distri- bution theory ( [10] , ...denote the ... Voir le document complet

17

p-adic meromorphic functions f P (f ), g P (g) sharing a small function, ignoring multiplicity

p-adic meromorphic functions f P (f ), g P (g) sharing a small function, ignoring multiplicity

... )). The problem of value sharing a small function by functions of the form f 0 P 0 (f ), counting multiplicity, was examined first when P was just of ... Voir le document complet

21

Small first zeros of L-functions

Small first zeros of L-functions

... embedding of H 1 into the set of continuous function on [ −R, R] equipped with the norm of uniform convergence ([Bre11], theorem ...identified with h). As a ... Voir le document complet

45

Compostion operators with univalent symbol and their singular values.

Compostion operators with univalent symbol and their singular values.

... L’étude systématique de ces opérateurs est marquée par les travaux de Ryff et E.Nordgren au milieu des années soixante, et c’est ce dernier qui a initié l’étude spectrale de C ϕ en 1968 [3] et leur donna le nom ... Voir le document complet

95

Small generators of function fields

Small generators of function fields

... de Bordeaux 22 (2010), 747-753 Small generators of function fields par Martin WIDMER Résumé. Soit K/k une extension finie d’un corps global, donc K contient un élément primitif α, c’est à dire K = ... Voir le document complet

8

On the Eigenvalues of Operators with Gaps. Application to Dirac Operators

On the Eigenvalues of Operators with Gaps. Application to Dirac Operators

... > a . Such a min-max approach was first proposed by Talman [15] and Datta- Deviah [2] in the particular case of Dirac operators with a potential, to compute numerically ... Voir le document complet

19

Asymptotic Behavior of Green Functions of Divergence form Operators with Periodic Coefficients

Asymptotic Behavior of Green Functions of Divergence form Operators with Periodic Coefficients

... mention that the case of nondivergence form operators (of parabolic and elliptic type) has also been considered, see, for example, [ 7 ...]. The article is organized as ... Voir le document complet

24

Effect of the interaural time difference on the loudness of pure tones as a function of the frequency

Effect of the interaural time difference on the loudness of pure tones as a function of the frequency

... 139 the basis of interaural time differences ...at the center of the head in its absence according to ISO 226 and at the entrance of the blocked ear canal of ... Voir le document complet

6

The action of pseudo-differential operators on functions harmonic outside a smooth hyper-surface.

The action of pseudo-differential operators on functions harmonic outside a smooth hyper-surface.

... classes of symbols are defined in the books [4], ...18.1. A symbol of degree d on U x × R n ξ where U is an open set in R N is a smooth complex valued function a(x, ξ) on ... Voir le document complet

6

Variations on a theme: changes to electrophoretic separations that can make a difference.

Variations on a theme: changes to electrophoretic separations that can make a difference.

... systems, the Tris-Tricine system has been successfully used in cases where the resolution of low molecular mass proteins is needed, ...developments of the Tricine-based system have been ... Voir le document complet

23

Order, type and cotype of growth for p-adic entire functions

Order, type and cotype of growth for p-adic entire functions

... such that q(f, r) ≤ cr t ∀r > 1 and therefore the number of poles of g in d(0, r) is upper bounded by cr t whenever r > ...hence the meromorphic function g 0 has infinitely ... Voir le document complet

13

A remark on accelerated block coordinate descent for computing the proximity operators of a sum of convex functions.

A remark on accelerated block coordinate descent for computing the proximity operators of a sum of convex functions.

... shows a comparison of the proposed accelerated alternating descent (AAD) algorithm with a standard alternating minimization (AM) algorithm which has been discussed in Section ...used ... Voir le document complet

28

Supernova Siblings: Assessing the Consistency of Properties of Type Ia Supernovae that Share the Same Parent Galaxies

Supernova Siblings: Assessing the Consistency of Properties of Type Ia Supernovae that Share the Same Parent Galaxies

... introduce a new approach to study the relationship between SN light-curve properties and their host galaxies by systematically searching for galaxies that host mul- tiple SNe ...While ... Voir le document complet

9

Interpolation of entire functions on regular sparse sets and $q$-Taylor series

Interpolation of entire functions on regular sparse sets and $q$-Taylor series

... one of their theorems from an interpolation formula which we will prove in section ...application of the q-Taylor series in the field of the so–called integer-valued ... Voir le document complet

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