[PDF] Top 20 Problemas médico legales en residencias de la tercera edad

... From above examples, we can guess that for a non-constant meromorphic function f(z), if f(z) and f(z+c) share 3 distinct non-zero, finite values( or small functions) IM, they must coincide. By example 4 above, the ... See full document

... their shifts or their difference operators (see, ...the uniqueness problems on the case that shifts or differ- ence polynomials of two entire functions share a small ...the ... See full document

... the uniqueness problems related to meromorphic functions and their shifts or their difference operators and got a lot of results (see, ... See full document

... The uniqueness of meromorphic functions sharing values with their shifts or difference operators has become a subject of great interest ...for shifts of meromorphic functions and ... See full document

... meromorphic functions with respect to differ- ence has become a subject of some interests (see [1, 3–5, 7–10, ...with its difference analogue of Theorem 2 and Theorem 3 and proved the ... See full document

... of difference operators of meromorphic functions (see ...the uniqueness results of difference polynomials of meromorphic functions, their shifts and difference ... See full document

... the uniqueness of meromorphic functions sharing values with their shifts or their difference ...(z), its difference operators are defined ... See full document

... a uniqueness result of entire functions that share a small entire function with their two difference operators, generalizing some previous theorems of (Farissi et ... See full document

... shifts and proved some original results corresponding to Nevanlinna’s five-value theorem and four-value theorem; Chen and Yi [3], Li and Gao [14], and Liu and Yang [16] studied uniqueness of entire ... See full document

... Meromorphic functions is an important part of Nevan- linna ...difference operators. Then many authors started to investigate the uniqueness of meromorphic functions sharing values with ... See full document

... Let f (z) be a meromorphic function in the whole complex plane ℂ . It is assumed that the reader is familiar with the standard symbols and fundamental results of Nevanlinna theory such as the characteristic function T ... See full document

... Certain estimates involving the derivative f 7→ f 0 of a meromorphic function play key roles in the construction and applications of classical Nevanlinna theory. Recently, there has been an increasing interest in ... See full document

... The main objets of our study are polynomials, vectors and matri- ces of polynomials and vectors of power series over a commutative field. In section 2, we introduce the notations and the properties we will need. Because ... See full document

... H-monogenic functions in the interior and the exterior of Ω, ...erential operators, called Hermitean Dirac operators. H-monogenic functions then are the null solutions of a 2 × 2 matrix Dirac ... See full document

... where the components G 1 2 ± are extendable to left resp., right H-monogenic functions in Ω ± , vanishing at infinity. First, it should be noted that if this jump problem has a solution, then it is necessarily ... See full document

... obtained in the paper significantly improve a number of existing results. Further, using the notion of weighted sharing of sets, we deal the same problem. We exhibit a handful number of examples to justify certain ... See full document

... Theorem C see 6. Let fz and gz be two nonconstant entire functions, and let n, m, k be three positive integers such that n > 5k 4m 9. If f n zfz − 1 m k and g n zgz − 1 m k share 1 IM, then either fz ≡ gz or f ... See full document

... 10. Jackson, FH: On q-functions and a certain difference operator. Trans. R. Soc. Edinb. 46, 253-281 (1908) 11. Bird, MT: On generalizations of sum formulas of the Euler-Maclaurin type. Am. J. Math. 58, 487-503 ... See full document

... Recall that a linear operator L : E → E is normally solvable if its image ImL is closed. If L is normally solvable with a finite-dimensional kernel and the codimension of its image is also finite, then L is ... See full document

... Several existence theorems are given for some second-order di ff erence equations associ- ated with maximal monotone operators in Hilbert spaces. Boundary conditions of mono- tone type are attached. The main tool ... See full document