[PDF] Top 20 The solutions of one type q difference functional system
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The solutions of one type q difference functional system
... the functional system on q-difference equations, our results can give estimates on the proximity functions and the counting functions of the solutions of q-difference equations ...that ... See full document
9
Necessary and sufficient condition for existence of periodic solutions of predator prey dynamic systems with Beddington DeAngelis type functional response
... nonautonomous system would have a positive periodic solution that is globally asymptotically stable, and the globally asymptotically stable periodic solution of the given system in the continuous case is ... See full document
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Existence of positive solutions of nonlinear fractional q difference equation with parameter
... of q-difference equations, the subject has received a consid- erable interest of many mathematicians and from many aspects, theoretical and ...Specifically, q-difference equations have been widely used in ... See full document
13
Growth of meromorphic solutions of certain types of q difference differential equations
... meromorphic solutions of certain types of q-difference differential equations, obtain estimates of the growth order of their meromorphic solutions, and give a number of examples to show what our ... See full document
16
Solutions of complex difference and q difference equations
... entire solutions and the form of transcendental meromorphic solutions of some types of systems of higher-order complex difference equations are ...of solutions of complex q-difference equations, ... See full document
22
Entire solutions of certain type of difference equations
... Notations Given a meromorphic function f , recall that α ≡ , ∞ is a small function with respect to f , if T (r, α) = S(r, f ), where S(r, f ) denotes any quantity satisfying S(r, f ) = o{T (r, f )} as r → +∞, possibly ... See full document
9
Existence of solutions of $q$-functional integral equations with deviated argument
... or q-difference calculus is an old subject that was first developed by Jackson ([12],[13]), while basic definitions and properties can be found in ...on q-difference equations appeared already ... See full document
7
Existence of solutions for fractional q integro difference inclusions with fractional q integral boundary conditions
... Fractional q-difference equations, known as fractional analogue of q-difference equa- tions, have recently been discussed by several ...Langevin type q-difference (integral) equation with two ... See full document
18
Some properties of solutions of a class of systems of complex q shift difference equations
... In view of Nevanlinna theory, we study the properties of systems of two types of complex difference equations with meromorphic solutions. Some results of this paper improve and extend previous theorems given by ... See full document
10
Positive and negative solutions of a boundary value problem for a fractional q difference equation
... the q-difference calculus has developed into a demonstrated popular tool for the description of experimental data refer to the mathe- matical ...develop q- calculus in a systematic way, introduced the notion ... See full document
13
Existence of solutions for fractional q difference equation with mixed nonlinear boundary conditions
... fractional q-difference equation with mixed nonlinear conditions involving the fractional q-derivative of Riemann-Liouuville ...of solutions are ... See full document
14
Positive solutions of nonlinear boundary value problems for delayed fractional q difference systems
... positive solutions to nonlinear boundary value problems for delayed fractional q-difference systems by applying the properties of the Green function and some well-known fixed-point ... See full document
16
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 S(r, f ... See full document
9
The properties of solutions of certain type of difference equations
... If q(z) is a constant or r(z) ≡ , then the conclusion follows from Theorem ...case q(z) is a non-constant polynomial and r(z) ≡ ...e q(z) , we ... See full document
10
Successive iteration and positive extremal solutions for nonlinear impulsive \(q {k}\) difference equations
... of q-difference equations and ...of q-calculus does not involve the idea of limit. The importance of q-difference equations lies in the fact that these equations are always completely controllable and ... See full document
8
Existence of three solutions for a nonlocal elliptic system of (p,q)-Kirchhoff type
... In this paper, our objective is to prove the existence of three solutions of problem (.) by applying the three critical points theorem established by Ricceri []. Our result, un- der appropriate assumptions, ... See full document
9
Product type system of difference equations with a complex structure of solutions
... An important fact connected to the investigation is that there are only several solvable product-type systems with two dependent variables due to the finite number of combina- tions of the sums of two delays which ... See full document
23
Growth of the solutions of some q difference differential equations
... meromorphic solutions of complex functional equations (see ...on q-difference ...meromorphic solutions of q-difference equations and obtained results which extended some theorems given by ... See full document
12
The growth of solutions of systems of complex q shift difference equations
... complex q-shift difference equations with meromorphic solutions from the point of view of Nevanlinna ...of solutions of the system of complex difference ... See full document
18
On the absence of global solutions for some q difference inequalities
... of solutions for dif- ferent classes of differential equations or inequalities involving nonstandard ...of solutions for different types of fractional differ- ential problems has received a great attention ... See full document
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