Existence and uniqueness of positive solutions for singular second-order Dirichlet boundary problems with impulse actions
Journal Title: Scholars Journal of Engineering and Technology - Year 2014, Vol 2, Issue 4
Abstract
By mixed monotone method, we establish the existence and uniqueness of positive solutions for singular second-order Dirichlet boundary problems with impulse actions. The theorems obtained are very general and complement previously known results. Keywords: Mixed monotone operator; Second-order boundary value problem; Singular; Impulsive; Uniqueness MR(2000) Subject Classifications:
Authors and Affiliations
Ying He
Effect of Sodium Bentonite Clays on the Behaviours of Fresh Sprayed Mortars
Abstract:This paper presents an experimental study of mortars proportioned with various contents of bentonite. In comparable with a reference formulation, the effect of a bentonite-clay additive is investigated. To deter...
Exact solutions to the regularized Burgers-BBM equation
The trial equation method is applied to the regularized Burgers-BBM equation, when the parameter p takes the different values, we have obtained all of its corresponding exact traveling wave solutions. Keywords: traveling...
An Innovative Approach in Steganography
The secure data transmission over internet is achieved using Steganography. In this paper, a new algorithm based on the CPT- has been proposed for data hiding in a image. Here, no is used key for embedding and extracting...
Analysis of Settlement of Soils around Axially Loaded Tapered Piles in Compressive Clay of Minsk Region
Presented in this research paper are the results of a comprehensive investigation on the analysis of settlement of soils around axially loaded tapered piles in compressive clay soil. The results show the influence of tap...
Simulating Calculation of Oilfield Water Injection System
The text introduces the base theory of pipeline network hydraulic calculation, analyzes how to set up the mathematical model solving the node pressure by the continuous equation and pressure drop equation and discusses t...