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Orthogonal

Definition - What does Orthogonal mean?

Orthogonal, in a computing context, describes a situation where a programming language or data object is can be used without considering its after effects towards other program functions.

In vector geometry, orthogonal indicates two vectors that are perpendicular to each other. The extended general usage of orthogonal is where two things vary from each other independently.

Techopedia explains Orthogonal

If a programming language can be used without having to worry about how it will affect another programming language, it is said to be orthogonal. For example, Pascal is considered orthogonal while C++ is considered non-orthogonal. In addition, features of a programming language that are compatible with earlier versions of itself have an orthogonal relationship with the program.

When analyzing data storage, the length of time data is kept in a storage system is called its persistence. Orthogonal persistence describes a situation where a developer can treat data similarly without regarding the length of time the data has been kept in storag.

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