differentialintegral 
NeumannLameClapeyronStefan Problem and Its Solution Using Fractional DifferentialIntegral Calculus


This method is based on fractional differentialintegral calculus.


This approach describes boundary conditions using fractional differentialintegral calculus.


An analytical solution is obtained using fractional differentialintegral calculus.


On the basis of previous works (Hantush, Neuman, Brutsaert, Corapcioglu), the new partial differentialintegral equations are derived.


A linear stability analysis of the community equilibrium point of that differentialintegral equation system is performed and the resulting secular equation analyzed by the method of Dpartitions.


The model takes the form of a partial differentialintegral equation and includes the effects of self shading by leaves.


Some particular solutions for pennyshaped crack problem by using hypersingular integral equation or differentialintegral equa


A hypersingular integral equation or a differentialintegral equation is used to solve the pennyshaped crack problem.


A field theoretical approach to the problem of continuously distributed and simultaneously active nerve cells is presented, starting with a differentialintegral field equation of the form


The model takes the form of a system of partial differentialintegral equations for the species' population densities in developmenttime variables.


The algorithm is given by a pair of differentialintegral equations.


We present some relations for inequalities involving certain differentialintegral operators.


The method is based on the application of Green's theorem, with a specific choice of the Green function to arrive at a differentialintegral equation along the platform.


The method used is based on the reformulation of the differentialintegral equation for this problem.


Evaluation of stress intensity factors of elliptical crack by using differentialintegral equations


In fact, it is a linear differentialintegral equation.


The evolution equation for each of these probability densities is a partial differentialintegral equation, which we solve numerically.


The qualitative behaviors of a system of ordinary differential equations and a system of differentialintegral equations, which model the dynamics of disease transmission for tuberculosis (TB), have been studied.


A secondorder iterative technique for differentialintegral systems

