BabelNet

bn:03551870n

Noun Concept

Categories: Computer graphics, Transformation (function), Matrices

transformation matrix 3D vertex transformation eigenvalue equation Homogeneous transformation matrices Homogeneous transformation matrix

In linear algebra, linear transformations can be represented by matrices. Wikipedia

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In linear algebra, linear transformations can be represented by matrices. Wikipedia

Central object in linear algebra; mapping vectors to vectors Wikidata

A matrix (of dimension n×m) that represents some linear transformation from ℝm→ℝn. Wiktionary

Matrix that represents a linear transformation. Wiktionary (translation)

Given a linear transformation T(x) in functional form, its transformation matrix can be constructed by applying T to each vector of the standard basis, then inserting the results into the columns of the new matrix. Wiktionary

A transformation matrix of dimension n×m operates on a column vector of dimension m×1 to produce a row vector of dimension 1×n. Wiktionary

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Wikipedia

transformation matrix

Wikidata

transformation matrix

Wiktionary

transformation matrix

Wikipedia Redirections

3D vertex transformation, eigenvalue equation, Homogeneous transformation matrices, Homogeneous transformation matrix, Matrix transform, matrix transformation, Matrix transformations, perspective divide, perspective division, Reflection matrix, Rotation and reflection linear transformations, Transform matrix, transformation matrices, Transformations in two-dimensions, Transformations two-dimensions, Vertex transformation, vertex transformations

Wikidata Alias

matrix of a linear operator, matrix of linear operator