Orthogonal meaning

By extension, orthogonality is also used to refer to the separation of specific features of a system. The term also has specialized meanings in other fields. In orthogonal cutting, the cutting edge is perpendicular to the direction of tool travel. The word orthogonal comes from the Greek orthogōnios meaning "right-angled.

While this word is used to describe lines that meet at a right angle, it also. A word used by the tech-savvy to sound smarter than the really are. More specifically: A math term that means perpendicular, but not just in 2D but in any.

When used outside of geometry, the word " orthogonal " can take on a more general meaning. Then, it tends to mean that two things are independent. Video shows what orthogonal means. The definition of orthogonal : Two vectors are orthogonal when their dot product is zero.

Relating to or composed of right angles. Of or relating to a matrix whose. In statistics, the meaning of orthogonal as unrelated (or more precisely uncorrelated) is very directly related to the mathematical definition. Meaning of orthogonal.

Definition of orthogonal in the Definitions. What does orthogonal mean? Information and translations of orthogonal in the. In elementary geometry, orthogonal is the same as perpendicular.

Two lines or curves are orthogonal if they are perpendicular at their point of intersection. Illustrated definition of Orthogonal : At right angles to. ORTHOGONAL (adjective) meaning, pronunciation and more by.

In Plane Geometry it means the same as perpendicular. In a graph, the x axis and y axis. Orthogonality is defined as the product of two periodic signals (example— sinusoids) equals zero over an interval of a period is equal to zero.

From: Digital Signal. Simply put, orthogonality means “uncorrelated. An orthogonal model means that all independent variables in that model are uncorrelated. A set of orthogonal vectors or functions can serve as the basis of an inner product space, meaning that any element of the space can be formed from a linear.

Orthogonal, in a computing context, describes a situation where a programming language or data object can be used without considering its. Perpendicularity can be shown to be symmetric, meaning if a first line is.