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separation of variables

American  

noun

Mathematics.
  1. a grouping of the terms of an ordinary differential equation so that associated with each differential is a factor consisting entirely of functions of the independent variable appearing in the differential.

  2. a process of finding a particular solution of a partial differential equation in the form of a product of factors that each involve only one of the variables.


Example Sentences

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We can apply the process of separation of variables to solve this problem and similar problems involving solution concentrations.

From Textbooks • Mar. 30, 2016

This equation represents the separation of variables we want.

From Textbooks • Mar. 30, 2016

This equation can be solved using the method of separation of variables.

From Textbooks • Mar. 30, 2016

The standard method of solving such a partial differential equation is by separation of variables, where we express the solution as the product of functions containing each variable separately.

From Textbooks • Mar. 30, 2016

The method of separation of variables is used to find the general solution to a separable differential equation.

From Textbooks • Mar. 30, 2016

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