💡 Words with a Similar Meaning to "Norm."
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| normal | Usual, healthy; not sick or ill or unlike oneself. |
| subnormal | Less than normal. |
| magnitudenoun | (uncountable, countable) The absolute or relative size, extent or importance of something. |
| binormalnoun | (mathematics) A line that is at right angles to both the normal and the tangent of a point on a curve and, together with them, forms three orthogonal axes |
| conormnoun | (mathematics) The dual of a norm. |
| normed vector spacenoun | (mathematics) A vector space which is additionally equipped with a norm. |
| seminormnoun | Alternative spelling of semi-norm. [(mathematical analysis) A function denoted ∥v∥ that maps a vector v to a non-negative value such that ∥cv∥ = |c|.∥v∥, where c is a scalar, and ∥v + w∥ ≤ ∥v∥ + ∥w∥ (the triangle inequality); the condition that ∥v∥ = 0 implies that v = 0 is not required, but when it holds, the semi-norm is a norm.] |
| euclidean normnoun | (mathematics) A norm of an ordinary Euclidean space, for which the Pythagorean theorem holds, defined by ‖x‖=√ |
| normalitynoun | (uncountable) The state of being normal or usual; normalcy. |
| nullsurfacenoun | (mathematics) A surface whose normal at all points is a null vector |
| normal forcenoun | Any force acting normal, to a surface, or perpendicular to the tangent plane. |
| two-normnoun | (mathematics) A measure of length given by "the square root of the squares." Denoted by ||·||₂, the two-norm of a vector ⃑v= is ||⃑v||₂=√. The two norm of an m×m matrix A is defined by max _(⃑v≠⃑0)(||A⃑v||₂)/(||⃑v||₂) where ⃑v is an m-dimensional vector that is not the zero vector. |
| normingnoun | (mathematical analysis) The endowing of a vector space, etc. with a norm. |
| perpendicular | (geometry) At or forming a right angle (to something). |
| orthonormalitynoun | (mathematics) The condition of being orthonormal |
| orthonormalizationnoun | (mathematics) A form of orthogonalization in which the resulting vectors are all unit vectors |
| conormalitynoun | (mathematics) The condition of being conormal |
| normal formnoun | (databases) Any of various forms of a relational database providing criteria for determining a table's degree of vulnerability to logical inconsistencies and anomalies. |
| surface normalnoun | (differential geometry) A unit vector at any given point P of a surface M which is perpendicular to the tangent plane T_P(M) of M at P. For a surface with parametrization ⃑x(u,v), it is given by |
| geom.noun | (geometry) Abbreviation of geometry. [(mathematics, uncountable) The branch of mathematics dealing with spatial relationships.] |
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