👉 Non-orthogonality is a concept in linear algebra, which refers to the relationship between two vectors or matrices that are not perpendicular (i.e., their dot products do not equal zero). The term comes from the Greek words "non-" meaning "not" and "orthogonal," which means "perpendicular." It describes how two vectors or matrices can be defined as orthogonal if they are not perpendicular to each other.
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What is the definition of Nonorthogonality? 🙋
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What is the definition of Nonorthogonal? 🙋
👉 In mathematics, a non-orthogonal set of vectors is a set of vectors that do not lie in the same plane. This means that no two vectors in the set are parallel to each other. Non-orthogonal sets of vectors can be used in various applications such as vector analysis and geometric algebra. Non-orthogonal sets of vectors play an important role in the study of linear algebra, especially when dealing with systems of linear equations or matrices. They are also useful in the field of geometry
