Online since: March 2019
Description: This volume of the journal International Frontier Science Letters is opened by the article devoted to the examination of the equilibrium position, stability properties and local bifurcation of the human heart valve leaflets in terms of a valid heart valve model. In the second article, there are obtained some results by applying and analysing the generalized Poynting theorem to the equilibrium system of particles. Additionally, an analytical method is proposed for solving singular integral equations and system of singular integral equations.
|
P. 1
Fixed Points and Stability Analysis in the Motion of Human Heart Valve Leaflet
Authors: Eyere Emagbetere, Tajudeen A.O. Salau, Oluleke O. Oluwole
Citation: E. Emagbetere et al., "Fixed Points and Stability Analysis in the Motion of Human Heart Valve Leaflet", International Frontier Science Letters, Vol. 14, pp. 1-18, 2019 Visitors: Downloads: |
|
P. 19
The Generalized Poynting Theorem for the General Field and Solution of the 4/3 Problem
Authors: Sergey G. Fedosin
Citation: S. G. Fedosin, "The Generalized Poynting Theorem for the General Field and Solution of the 4/3 Problem", International Frontier Science Letters, Vol. 14, pp. 19-40, 2019 Visitors: Downloads: |
|
P. 41
On Solution of Singular Integral Equations by Operator Method
Authors: Najem A. Mohammad, Mohammad Shami Hasso
Citation: N. A. Mohammad and M. S. Hasso, "On Solution of Singular Integral Equations by Operator Method", International Frontier Science Letters, Vol. 14, pp. 41-48, 2019 Visitors: Downloads: |