Definitions from Wiktionary (normal)
▸ adjective: According to norms or rules or to a regular pattern.
▸ adjective: (mathematics) Adhering to or being what is considered natural or regular in a particular field or context:
▸ adjective: (number theory, of a real number) In whose representation in a given base b ≥ 2, for every positive integer n, the bⁿ possible strings of n digits follow a uniform distribution.
▸ adjective: (algebra, of a subgroup) With cosets which form a group.
▸ adjective: (algebra, of a field extension of a field K) Which is the splitting field of a family of polynomials in K.
▸ adjective: (probability theory, statistics, of a distribution) Which has a very specific bell curve shape; that is or has the qualities of a normal distribution.
▸ adjective: (probability theory, statistics, of a random variable, etc.) Which has a normal distribution; which is associated with a random variable that has a normal distribution.
▸ adjective: (complex analysis, of a family of continuous functions) Which is pre-compact.
▸ adjective: (set theory, of a function from the ordinals to the ordinals) Which is strictly monotonically increasing and continuous with respect to the order topology.
▸ adjective: (linear algebra, of a matrix) Which commutes with its conjugate transpose.
▸ adjective: (functional analysis, of a Hilbert space operator) Which commutes with its adjoint.
▸ adjective: (category theory) Being (as a morphism) or containing (as a category) only normal epimorphism(s) or monomorphism(s), that is, those which are the kernel or cokernel of some morphism, respectively.
▸ adjective: (topology, of a topology or topological space) In which disjoint closed sets can be separated by disjoint neighborhoods.
▸ adjective: (commutative algebra, of a domain) Integrally closed: equal its own integral closure in its field of fractions.
▸ adjective: (commutative algebra, of a ring) Such that all of its localizations at prime ideals are integrally closed domains.
▸ adjective: (algebraic geometry, of a variety or scheme) Such that the local ring at every point is an integrally closed domain.
▸ adjective: Usual, healthy; not sick or ill or unlike oneself.
▸ adjective: (fandom slang, sarcastic, with “about”) Fervently interested in a subject; obsessed.
▸ adjective: (education, of a school) Teaching teachers how to teach; teaching teachers the norms of education.
▸ adjective: (chemistry) Of, relating to, or being a solution containing one equivalent weight of solute per litre of solution.
▸ adjective: (organic chemistry) Describing a straight chain isomer of an aliphatic hydrocarbon, or an aliphatic compound in which a substituent is in the 1- position of such a hydrocarbon.
▸ adjective: (physics, of a mode in an oscillating system) In which all parts of an object vibrate at the same frequency (a normal mode).
▸ adjective: (rail transport, of points) In the default position, set for the most frequently used route.
▸ adjective: (geometry) Perpendicular to a tangent of a curve or tangent plane of a surface.
▸ noun: (geometry, countable) A line or vector that is perpendicular to another line, surface, or plane.
▸ noun: (medicine, countable) A person who is healthy, normal, as opposed to one who is morbid.
▸ noun: (slang, countable) A person who is normal, who fits into mainstream society, as opposed to those who live alternative lifestyles.
▸ noun: (countable, uncountable) The usual state.
▸ Also see normal
▸ Words similar to normals
▸ Usage examples for normals
▸ Idioms related to normals
▸ Wikipedia articles (New!)
▸ Popular adjectives describing normals
▸ Popular nouns described by normals
▸ Words that often appear near normals
▸ Rhymes of normals
▸ Invented words related to normals
▸ adjective: According to norms or rules or to a regular pattern.
▸ adjective: (mathematics) Adhering to or being what is considered natural or regular in a particular field or context:
▸ adjective: (number theory, of a real number) In whose representation in a given base b ≥ 2, for every positive integer n, the bⁿ possible strings of n digits follow a uniform distribution.
▸ adjective: (algebra, of a subgroup) With cosets which form a group.
▸ adjective: (algebra, of a field extension of a field K) Which is the splitting field of a family of polynomials in K.
▸ adjective: (probability theory, statistics, of a distribution) Which has a very specific bell curve shape; that is or has the qualities of a normal distribution.
▸ adjective: (probability theory, statistics, of a random variable, etc.) Which has a normal distribution; which is associated with a random variable that has a normal distribution.
▸ adjective: (complex analysis, of a family of continuous functions) Which is pre-compact.
▸ adjective: (set theory, of a function from the ordinals to the ordinals) Which is strictly monotonically increasing and continuous with respect to the order topology.
▸ adjective: (linear algebra, of a matrix) Which commutes with its conjugate transpose.
▸ adjective: (functional analysis, of a Hilbert space operator) Which commutes with its adjoint.
▸ adjective: (category theory) Being (as a morphism) or containing (as a category) only normal epimorphism(s) or monomorphism(s), that is, those which are the kernel or cokernel of some morphism, respectively.
▸ adjective: (topology, of a topology or topological space) In which disjoint closed sets can be separated by disjoint neighborhoods.
▸ adjective: (commutative algebra, of a domain) Integrally closed: equal its own integral closure in its field of fractions.
▸ adjective: (commutative algebra, of a ring) Such that all of its localizations at prime ideals are integrally closed domains.
▸ adjective: (algebraic geometry, of a variety or scheme) Such that the local ring at every point is an integrally closed domain.
▸ adjective: Usual, healthy; not sick or ill or unlike oneself.
▸ adjective: (fandom slang, sarcastic, with “about”) Fervently interested in a subject; obsessed.
▸ adjective: (education, of a school) Teaching teachers how to teach; teaching teachers the norms of education.
▸ adjective: (chemistry) Of, relating to, or being a solution containing one equivalent weight of solute per litre of solution.
▸ adjective: (organic chemistry) Describing a straight chain isomer of an aliphatic hydrocarbon, or an aliphatic compound in which a substituent is in the 1- position of such a hydrocarbon.
▸ adjective: (physics, of a mode in an oscillating system) In which all parts of an object vibrate at the same frequency (a normal mode).
▸ adjective: (rail transport, of points) In the default position, set for the most frequently used route.
▸ adjective: (geometry) Perpendicular to a tangent of a curve or tangent plane of a surface.
▸ noun: (geometry, countable) A line or vector that is perpendicular to another line, surface, or plane.
▸ noun: (medicine, countable) A person who is healthy, normal, as opposed to one who is morbid.
▸ noun: (slang, countable) A person who is normal, who fits into mainstream society, as opposed to those who live alternative lifestyles.
▸ noun: (countable, uncountable) The usual state.
▸ Also see normal
Opposite:
Phrases:
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▸ Words similar to normals
▸ Usage examples for normals
▸ Idioms related to normals
▸ Wikipedia articles (New!)
▸ Popular adjectives describing normals
▸ Popular nouns described by normals
▸ Words that often appear near normals
▸ Rhymes of normals
▸ Invented words related to normals