differential equations

listen to the pronunciation of differential equations
İngilizce - Türkçe
İngilizce - İngilizce
plural form of differential equation
delay differential equations
plural form of delay differential equation
differential equation
an equation involving the derivatives of a function
ordinary differential equations
plural form of ordinary differential equation
partial differential equations
plural form of partial differential equation
stochastic differential equations
plural form of stochastic differential equation
differential equation
an equation containing differentials of a function
differential equation
equation that expresses the connection between a variable and its derivative and whose solution is a function (Mathematics)
differential equation
An equation that expresses a relationship between functions and their derivatives. Mathematical statement that contains one or more derivatives. It states a relationship involving the rates of change of continuously changing quantities modeled by functions. Differential equations are very common in physics, engineering, and all fields involving quantitative study of change. They are used whenever a rate of change is known but the process giving rise to it is not. The solution of a differential equation is generally a function whose derivatives satisfy the equation. Differential equations are classified into several broad categories. The most important are ordinary differential equations (ODEs), in which change depends on a single variable, and partial differential equations (PDEs), in which change depends on several variables. See also differentiation
differential equations

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    dif·fer·en·tial equations

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    /ˌdəfərˈensʜəl əˈkwāᴢʜənz/ /ˌdɪfɜrˈɛnʃəl ɪˈkweɪʒənz/