The theta rule is used in formulating the Crank-Nicholson scheme for solving them. Those that are subject to the initial value constraints have local solutions whose existence is guaranteed by the Cau
The theta rule is used in formulating the Crank-Nicholson scheme for solving them. Those that are subject to the initial value constraints have local solutions whose existence is guaranteed by the Cauchy-Kovalevski(*) theorem. A familiar examples of this type of equation is the diffusion equation, which sets the gradient of of a field to its time variation. For ten points, identify these types of equations which involve derivatives of a function of several variables.
The theta rule is used in formulating the Crank-Nicholson scheme for solving them.
partial differential equations