even-order
Oscillations of even order half linear impulsive delay differential equations with damping
... although even order nonlinear delay differential equations without impulses may have nonoscillatory solutions, adding impulses may lead to oscilla- tory ...
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Lyapunov type inequalities for even order differential equations with mixed nonlinearities
... Remark Corollary . is of particular interest since it gives two new results for the even order sub-linear equation (when p(t) = ) and super-linear equation (when q(t) = ), i.e., (.) and (.). ...
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Influence of Even Order Dispersion on Soliton Transmission Quality with Coherent Intereference
... higher order dispersion becomes more ...to even higher order dispersion in a single-mode ...for even order dispersion in the presence of coherent interference are characterized by ...
10
Oscillation of Even Order Nonlinear Functional Dynamic Equations on Time Scales
... [30] S. R. Grace, J. R. Graef, S. Panigrahi and E. Tunc¸, On the oscillatory behavior of even order neutral delay dynamic equations on time scales, Electron. J. Qual. Theory Differ. Equ., vol. 2012, pp: ...
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New Results on Oscillation of even Order Neutral Differential Equations with Deviating Arguments
... some even order differential equations have been studied by many ...the even order neutral differential eq- uations with deviating arguments of the form ...
5
Oscillation and nonoscillation theorems for a class of even order quasilinear functional differential equations
... We note that oscillation properties of second-order functional differential equations involving nonlinear Sturm-Liouville-type di ff erential operators have been investigated by Kusano and Lalli [2], Kusano and Wang ...
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Oscillation criteria for even order neutral differential equations with distributed deviating arguments
... first order delay equations and technique of Riccati transformation, we obtain a two different conditions ensure oscilla- tion of solutions of this equation, which extend and improve results of ...
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Lyapunov type inequalities for a class of even order differential equations
... where a, b Î ℝ with a <b, and the constant 4 cannot be replaced by a larger num- ber, where and in the sequel q + (t) = max{q(t), 0}. Since then, there are many improve- ments and generalizations of (1.2) in some ...
7
Cubic extensions of flag transitive planes, I Even order
... If q = 4 assume that there is a 2-group of order at least 8. Since the induced group lies in Γ L(2,4), there are Baer involutions in the solvable case which cannot occur. Hence, the 2-group has order 4 if ...
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Asymptotic behavior of even order damped differential equations with p Laplacian like operators and deviating arguments
... In this paper, we have established new asymptotic criteria for even-order damped differ- ential equations with p-Laplacian like operators (.) assuming that (.) holds. Note that condition (.) brings ...
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Design of Even-Order Symmetric Bandpass Filter with Chebyshev Response
... an even- order Chebyshev bandpass filter with λ/4 short-ended resonators and J ...existing even order Chebyshev element values for filter ...an even-order Chebyshev ...two ...
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Considering even-order terms in stochastic nonlinear system modeling with respect to broadband data communication
... Since even order nonlinear terms induce distortion at baseband as well as at even multiples of the fundamental frequencies, they do not have to be considered when apply- ing the classical narrowband ...
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Discrete Galerkin Method for Higher Even-Order Integro-Differential Equations with Variable Coefficients
... higher order integro-differential equations are usually difficult to solve analytically so it is required to obtain an efficient numerical solu- ...fifth order integro-differential ...forth order ...
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On the Derivatives of Bernstein Polynomials: An Application for the Solution of High Even-Order Differential Equations
... any order in terms of Bernstein polynomials themselves is proved, and a formula expressing the Bernstein coefficients of the general-order derivative of a differentiable function in terms of its Bernstein ...
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A Sinusoidal Noise Model Based Speech Synthesis For Phoneme Transition
... the order of the polynomial was increased, the standard deviation of the error was decreased ...the order of ...polynomial order varies with the number of cycles included in the transition ...maximum ...
5
Theoretical Studies on the α-decay Half-Lives of Even-Even Lv Isotopes
... odd proton and odd neutron numbers [28], as given by Viola et al. [29]. More recent value was determined by Tiekuang Dong et. Al [14], new data for even-even nuclei is taken into, have been used to ...
5
Tweaking Even-Mansour Ciphers
... Finally, we bring up some open problems. First, as already mentioned, it would be very interesting to give a tight analysis of the TEM construction for any number r > 2 of rounds (a first, hopefully simpler step ...
38
Buildering: barely even a thing
... buildings, even more so when one considers that there are endless boulders and mountains for climbers to seek out, never mind the purpose-built indoor facilities now ...
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Study of B(E2) Values of Even-Even Isotopes Using Interacting Boson Model-1
... comparable order of magnitude, to prevent a clear-cut distinction between the two types of ...in order to accommodate these facts in terms of a system of interacting bosons ...
5
Alpha clustering study in even nuclei
... Where , a number known as the spectroscopic factor which depends on the initial and final states and the quantum numbers J, L of the transferred particle and ( , E) is a factor that depends on the reaction mechanism, ...
6