💡 Words with a Similar Meaning to "Column vector"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| row vectornoun | (linear algebra) A 1×n matrix that represents a vector. |
| vectornoun | (mathematics, physics) A directed quantity, one with both magnitude and direction; the signed difference between two points. |
| unit vectornoun | (linear algebra, mathematical analysis) A vector with the length of 1, defined as mathbf ̂u=(mathbf u)/(‖ mathbf u‖). |
| vector functionnoun | (mathematics) Any function whose range is n-dimensional |
| covectornoun | (mathematics) A linear map from a vector space to its field of scalars |
| column spacenoun | (mathematics) The vector space generated by all the column vectors of a matrix |
| subvectornoun | (mathematics) A subset of a vector (ordered tuple, or member of a vector space) |
| characteristic vectornoun | (linear algebra) an eigenvector |
| multivariatenoun | (mathematics) A vector, each of whose elements is a variate. |
| square matrixnoun | (linear algebra) A matrix having the same number of rows as columns. |
| entrynoun | An item in a list, such as an article in a dictionary or encyclopedia. |
| unit matrixnoun | (linear algebra) Synonym of identity matrix. |
| paravectornoun | (mathematics) A sum (in some algebras) of a scalar and a vector. |
| null matrixnoun | (linear algebra) A zero matrix. |
| transformation matrixnoun | (linear algebra) A matrix (of dimension n×m) that represents some linear transformation from ℝᵐ→ℝⁿ. |
| multivectornoun | (mathematics) A geometric Clifford number (=adding some 0-vector (=scalar) and an oriented rotation (=bivector) or even a volume (=trivector) to a unidirectional 1-vector). |
| vector spacenoun | (algebra, geometry, topology) A set of elements called vectors, together with some field and operations called addition (mapping two vectors to a vector) and scalar multiplication (mapping a vector and an element in the field to a vector), satisfying a list of constraints; equivalently, a module over a field. |
| zero vectornoun | (mathematics, linear algebra) A vector 0 in a vector space V such that for any v∈V, 0+v=v; a vector whose value in every dimension is zero; i.e., ⃑0=<0,0,…,0>. |
| axial vectornoun | (mathematics, physics) a pseudovector |
| scalar multiplicationnoun | (linear algebra) Multiplication of a vector by a scalar (which belongs to the vector space's field of scalars). |
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