A Note on the Oscillatory Nature of Lienard Equation
Journal Title: Asian Research Journal of Mathematics - Year 2017, Vol 2, Issue 1
Abstract
In this paper we consider the problem about the conditions on f(x), g(x) and a(t) to ensure that all solutions of (1) are continuable and oscillatory using non usual assumptions.
Authors and Affiliations
Jose M. Brundo, Juan E. Nápoles Valdés, Paulo M. Guzmán, Luciano M. Lugo
Keywords
Related Articles
- EP ID EP338332
- DOI 10.9734/ARJOM/2017/30885
- Views 114
- Downloads 0
Influence of Rotatory Inertial Correction Factor on the Vibration of Elastically Supported Non-Uniform Rayleigh Beam on Variable Foundation
The in uence of rotatory inertial correction factor on the vibration of elastically supported nonuniform Rayleigh beam under moving distributed masses and resting on variable bi-parametric elastic foundation is investiga...
Effect of Variable Axial Force on the Deflection of Thick Beam Under Distributed Moving Load
The effect of variable axial force on the deflection of thick beam under moving load is investigated in this research work. In order to obtain solution to the dynamic problem, a technique base on the method of Galerkin w...
On Non-existence of Global Weak-predictable-random-field Solutions to a Class of SHEs
The multiplicative non-linearity term is usually assumed to be globally Lipschitz in most results on SPDEs. This work proves that the solutions fail to exist if the non-linearity term grows faster than linear growth. The...
Using the Logistic Function to Illustrate Periodic Orbits as Recurrent Formation
Recurrence as behaviour in the dynamical system is also a state which happens as a result of an outcome of a point which does return to its initial state. But in dynamical system the most simple and easy way to study reg...
A Genetic Algorithm with Semi-Greedy Heuristic Construction Phase for Multiple Fuzzy k-cardinality Assignment Problem with HOWA Approach
The assignment problem is one of the well-known combinatorial optimization problems. It consists of nding a maximum or a minimum weight matching in a weighted bigraph. k-cardinality assignment problem is a special case...