differential equation

This means it is a differential equation of the same order in space and time.

The field, as determined by differential equations, takes the place of the force.

Dixon was well known for his work in differential equations.

The differential equation can be solved using a different approach.

Sometimes, something in the world will obey several differential equations at the same time.

Those laws can be expressed as differential equations in time.

Let us consider an example of a first order partial differential equation.

This is a famous result from the theory of differential equations.

He is known for his work in analysis and partial differential equations.

They were among the first partial differential equations to be written down.

For example, the solution of a differential equation is a function.

There's a lot more, including a page or so of differential equations, but that's the general idea.

In those days, he was one of the greatest experts for differential equations.

"Of course, atoms do not know their own differential equations."

He returned to work on partial differential equations from about 1950.

You know it as calculus, he told her, or differential equations.

Such a circuit is represented by a system of differential equations.

This has had a great effect on the theory of partial differential equations.

The solutions to the differential equation are a family of functions.

It is useful in the study of partial differential equations.

He made contribution to the development of partial differential equations.

She is mainly known for her work on partial differential equations.

It is also a prototype solution of a differential equation.

Now we can solve differential equations and send men to the moon.

These are second order differential equations for the four metric functions.