[PDF] Top 20 The growth of solutions of systems of complex q shift difference equations
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The growth of solutions of systems of complex q shift difference equations
... In this paper, the problem of the existence and growth of solutions of complex differ- ence equations will be studied. The fundamental results and the standard notations of the Nevanlinna value ... See full document
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Growth and poles of solutions of systems of complex composite functional equations
... the growth of transcendental meromorphic solutions of some types of systems of complex functional equations and obtain the lower bounds for Nevanlinna lower order for meromorphic ... See full document
12
The poles and growth of solutions of systems of complex difference equations
... the growth and existence of meromorphic so- lutions of some systems of complex difference equations and obtained some existence theorems and estimates on the proximity function and the counting ... See full document
11
Some properties of solutions of a class of systems of complex q shift difference equations
... Recently, there were some paper focusing on the properties of solutions of some systems of complex difference equations and q-shift difference equation (see [, , –]). A ... See full document
10
Variational method to a fractional impulsive \((p,q)\) Laplacian coupled systems with partial sub \((p,q)\) linear growth
... weak solutions for a class of fractional impulsive coupled systems with (p, q)-Laplacian is obtained if the nonlinear term has sub-(p, q) linear growth, and by using an extension of ... See full document
14
On Malmquist type theorem of systems of complex difference equations
... meromorphic solutions of sys- tems of complex difference ...meromorphic solutions of some classes of systems of complex dif- ference ...the growth of meromorphic so- lutions of ... See full document
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Solutions of complex difference and q difference equations
... the growth of entire solutions and the form of transcendental meromorphic solutions of some types of systems of higher-order complex difference equations are ...of ... See full document
22
Existence and growth of meromorphic solutions of some nonlinear q difference equations
... entire solutions of order zero of a type of differential-q-difference equation, which includes equations ...their q-shifts, with all meromorphic coefficients of these monomials of growth ... See full document
9
Growth of the solutions of some q difference differential equations
... meromorphic solutions of complex functional equations (see ...on q-difference ...the growth of meromorphic solutions of q-difference equations and obtained results ... See full document
12
Product type system of difference equations with a complex structure of solutions
... the systems. Our first paper on product-type systems [] investigated the case k = m = , l = s = , and our original intention was to study, as usual, the long-term behavior of their ...their ... See full document
23
Existence solutions for boundary value problem of nonlinear fractional q difference equations
... Remark . In Theorem ., we presented an existence result for weak solutions of the problem (.) in the case where the Banach space E is reflexive. However, in the nonre- flexive case, conditions (H)-(H) are ... See full document
12
Electronic spectral characterization of doped systems of the Nd (III) ion in the solutions of some oximes
... in solutions of some organic oximes in the metal to ligand ratio of 1:1 and ...in solutions of organic oximes exhibit adsorption spectra characterized by bands in visible region, but these spectra have not ... See full document
6
On the oscillation of q fractional difference equations
... of solutions for fractional difference equations, which is the discrete counterpart of the corresponding fractional differential equations, was first studied in ...of solutions for fractional ... See full document
11
Some results on q difference equations
... of growth of mero- morphic solutions of (.), from which a q-difference analogue of the classical Malmquist theorem [] is given: if the q-difference equation ...a q-difference Riccati ... See full document
11
SOLUTIONS OF COMPLEX EQUATIONS WITH ADOMIAN DECOMPOSITION METHOD
... This method generates a solution in the form of a series whose terms are determined by a recursive relationship using the Adomian polynomials. Researchers who have used the ADM, have frequently enumerated on the many ... See full document
8
On growth of meromorphic solutions for linear difference equations with meromorphic coefficients
... Liu Advances in Difference Equations 2013, 2013 60 http //www advancesindifferenceequations com/content/2013/1/60 R ES EA RCH Open Access On growth of meromorphic solutions for linear difference equat[.] ... See full document
9
Multiple positive solutions to singular fractional differential equations with integral boundary conditions involving \(p q\) order derivatives
... In this paper, we obtained several sufficient conditions for the existence of positive solu- tions for nonlinear fractional differential equation involving integral boundary conditions. Our results will be a useful ... See full document
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Existence of zero order meromorphic solutions of certain q difference equations
... where R is rational in both of its arguments, stands for either the addition or the multi- plication. They proved that the existence of a nonrational meromorphic solution of finite order implies deg f R ≤ 2. This class of ... See full document
13
Growth of solutions of some kinds of linear difference equations
... many results on the growth and the exponent of convergence of the sequence of zeros of meromorphic solutions of (.). For instance, in [–], the authors considered the case when there is exactly only one ... See full document
11
Existence and properties of meromorphic solutions of some q difference equations
... the q-shift of f (z), f (qz) – f (z) is the q-difference of f (z), where q = , ...includes q-shifts or q-differences of f (z), then the equation is called the q-difference ... See full document
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