Sentence examples for study the solution for from inspiring English sources

In Section 3, we will study the solution for (1.1) using the Mountain Pass Lemma.

In the following two parts, we study the solutions for different connectivity functions: an exponential function, Section 6.2, and a difference of Gaussians, Section 6.3.

In this paper, we study the solutions for nonlinear fractional differential equations with p-Laplacian operator nonlocal boundary value problem in a Banach space.

Moreover, Chaubey [37] has investigated Bianchi type V universe with WDF and studied the solution for constant deceleration parameter, whereas in [38] studied the Bianchi type III and Kantowski-Sachs universe filled with dark energy from a WDF.

In 1984, Smith [1] introduced the exceptional sequence of elements to study the solution conditions for a single-valued complementarity problem in R n.

In this paper, we study the numerical solution for the time-fractional advection diffusion equation (TFADE).

So, it is meaningful and necessary to study the periodic solutions for the Rayleigh equation.

Therefore, it is meaningful to study the existence result for the solution set of (SSGVQEP).

By using the following result of [21], we study the existence of solution for the above nonlinear fractional differential equation.

We study the existence of solution for the following first-order periodic problem (3.1).

In this section, we study the method of solution for Eq. (1.1).