A type of equation denoted by this adjective is often solved using the h-principle or the method of characteristics and is exemplified by the Helmholtz equation.
A type of equation denoted by this adjective is often solved using the h-principle or the method of characteristics and is exemplified by the Helmholtz equation. The commutativity of an operation denoted by this adjective is guaranteed if the resulting functions are continuous according to Clairault's theorem. A technique named for this adjective converts a rational function into a series of factors allowing one to integrate each factor; that technique is named for this kind of (*) fraction decomposition. This type of differential equation contains functions of multiple variables and is contrasted with ODEs ["O-DE's"]. A derivative in which all but one variable is held constant is described by, for 10 points, what adjective contrasting it with a total derivative?
A type of equation denoted by this adjective is often solved using the h-principle or the method of characteristics and is exemplified by the Helmholtz equation.
partial [accept partial differential equation or partial fraction or partial derivative; prompt on differential before the word "Clairault;" prompt on second derivative"]