[PDF] Top 20 Oscillation results for difference equations with oscillating coefficients
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Oscillation results for difference equations with oscillating coefficients
... The following two examples illustrate that the conditions for oscillations (.) and (.) are independent. They are chosen in such a way that only one of them is satisfied. Also, in Example ., Theorem . [], ... See full document
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Comparison and oscillation results for delay difference equations with oscillating coefficients
... COMPARISON AND OSCILLATION RESULTS FOR DELAY DIFFERENCE EQUATIONS WITH OSCILLATING COEFFICIENTS WEIPING YAN and JURANG YAN.. Department of Mathematics Shanxi University Taiyuan,Shanxi 03[r] ... See full document
6
Oscillation results for certain forced fractional difference equations with damping term
... The oscillation theory as a part of the qualitative theory of differential equations and difference equations has been developed rapidly in the last decades, and there have been many results on ... See full document
9
Oscillation results for nonlinear second order difference equations with mixed neutral terms
... The rest of the paper is organized as follows: Sect. 2 is devoted to the main results of the paper. We present our investigations in two folds for Eqs. (1) and (2). Meanwhile, a relevant result on the existence of ... See full document
12
9. Oscillation results for third order half-linear neutral difference equations
... In Section 2, we present sufficient conditions which ensure that all solutions of equation (1.1) are either oscillatory or converges to zero, and we present similar results for equation (1.2) in Section 3. ... See full document
12
Oscillation criteria for first order forced nonlinear difference equations
... the oscillation of ...the oscillation of ...the oscillation of (1.1) and employ the same techniques to obtain oscillation results for the neutral ... See full document
16
On the oscillation of certain third order difference equations
... typical results regarding ...difference equations of type (1.4;δ), the study of higher-order equations, and in particular third-order equations of type ...for equations with deviating ... See full document
23
Results on the growth of meromorphic solutions of some linear difference equations with meromorphic coefficients
... difference equations. We obtain some new results on the growth of meromorphic solutions when most coefficients in such equations are meromorphic functions, which are supplements of previous ... See full document
13
Oscillation of second order nonlinear dynamic equations with positive and negative coefficients
... which contradicts (). Therefore, this completes the proof. Remark . The results in this paper are of higher degree of generality. From Theo- rems .-., we can obtain many different sufficient conditions for ... See full document
18
Oscillation criteria of third order nonlinear dynamic equations with nonpositive neutral coefficients on time scales
... establish oscillation criteria of third-order nonlinear dynamic equations with nonpositive neutral coefficients on time scales by a generalized Riccati transformation and employing functions in some function ... See full document
16
Oscillation of half linear differential equations with asymptotically almost periodic coefficients
... Remark Our result is ‘backward compatible’ with previous results about the conditional oscillation of half-linear equations. More precisely, if the functions r and s in Eq. (.) are α-periodic ... See full document
15
On the oscillation of higher order nonlinear neutral difference equations
... some oscillation criteria for the solutions of mth-order nonlinear neutral difference equation where m ≥ ...The results presented here complement some of the known results reported in the ... See full document
10
Oscillation of a class of the fourth order nonlinear difference equations
... difference equations with quasi-differences and deviating argument is ...new oscillation theorem for the sublinear case and we complete the existing results in the ... See full document
14
Non oscillation of perturbed half linear differential equations with sums of periodic coefficients
... conditional oscillation and we give a his- torical background of the ...considered equations together with the description of the used methods (the Riccati and Prüfer trans- ...lemmas, results, ... See full document
17
On the oscillation of q fractional difference equations
... the results obtained in the above mentioned papers to the q-fractional difference equations of the form ...the results obtained when the Riemann-Liouville q-differential operator is replaced by Caputo ... See full document
11
Oscillation constants for half linear difference equations with coefficients having mean values
... Now we briefly explain why the oscillatory problems in the above examples are not cov- ered by any previously known results (see also Theorem ). In both of Examples and , the second coefficient changes its sign. ... See full document
18
Oscillation for advanced differential equations with oscillating coefficients
... use of the observation that if x(t) is an eventually positive solution of (1.1), then x (t) = p(t)x(t + τ) ≥ 0 for all large t so that x(t) is eventually nonde- creasing. However, when the coefficient p(t) is oscillatory, ... See full document
10
Forced oscillation of higher order nonlinear neutral difference equations with positive and negative coefficients
... difference equations has received much attention in recent years due to its extensive applications in computer, probability theory, queuing problems, sta- tistical problems, stochastic time series, combinatorial ... See full document
12
On the oscillation of first order neutral delay differential equations with real coefficients
... differential equations presents com- plications and the results which are true for neutral differential equations may not be true for nonneutral differential ...differential equations has some ... See full document
5
Oscillation and nonoscillation theorems for some mixed difference equations
... In this paper we study the oscillatory and nonoscillatory behavior of the solutions of certain third and fourth order difference equations.. Until recently, excepting the studies by Chen[r] ... See full document
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