English words for '(mathematics, physics) Not separable'
Closest matches for "(mathematics, physics) Not separable" are ranked by semantic fit across dictionary definitions.
Search results
noun
- (mathematics, physics) The mathematical equivalence of two seemingly different theoretical descriptions of a physical system.
- A classification into two subclasses or opposed parts.
- (projective geometry) The interchangeability of points and planes.
- (geometry) the interchangeability of the roles of points and planes in the theorems of projective geometry
- being twofold; a classification into two opposed parts or subclasses
- (physics) the property of matter and electromagnetic radiation that is characterized by the fact that some properties can be explained best by wave theory and others by particle theory
adj
- (mathematics, physics) Exhibiting duality.
- (grammar) Pertaining to a grammatical number in certain languages that refers to two of something, such as a pair of shoes.
- Pertaining to two, pertaining to a pair of.
- (category theory) Being the dual of some other category; containing the same objects but with source and target reversed for all morphisms.
- (linear algebra) Being the space of all linear functionals of (some other space).
- Characterized by having two (usually equivalent) components.
- having more than one decidedly dissimilar aspects or qualities
- consisting of or involving two parts or components usually in pairs
- a grammatical number category referring to two items or units as opposed to one item (singular) or more than two items (plural)
noun
- (geometry) Of a regular polyhedron with V vertices and F faces, the regular polyhedron having F vertices and V faces.
- (wrestling) A head-to-head match or meet between two teams, such as two high schools or colleges.
- (grammar) The dual number.
- (mathematics) Of a vector in an inner product space, the linear functional corresponding to taking the inner product with that vector. The set of all duals is a vector space called the dual space.
- Of an item that is one of a pair, the other item in the pair.
verb
adj
- (mathematics, not comparable) Numerically indivisible by two.
- (not comparable) Left over, remaining after the rest have been paired or grouped.
- (not comparable) Numbered with an odd number.
- Differing from what is usual, ordinary or expected.
- (not comparable) Used or employed for odd jobs.
- (not comparable) Left over or remaining (as a small amount) after counting, payment, etc.
- (not comparable) Not regular or planned.
- Out of the way, secluded.
- Peculiar, singular and strange in looks or character; eccentric, bizarre.
- (not comparable) Scattered; occasional, infrequent; not forming part of a set or pattern.
- (not comparable) Without a corresponding mate in a pair or set; unmatched; (of a pair or set) mismatched.
- (not comparable, in combination with a number) About, approximately; somewhat more than (an approximated round number).
- (sports) On the left.
- of the remaining member of a pair
- not divisible by two
- beyond or deviating from the usual or expected
- not used up
- not easily explained
- an indefinite quantity more than that specified
noun
noun
- (physics) The emissivity of a material.
- (physics) The ratio of the RMS value to the absolute mean of a sinusoidal wave (especially to that of an alternating current).
- (crystallography) A function that describes the scattering power of an atom as function of the scattering angle.
- (physics) Any of several functions that describe the unknown internal state of a particle.
- (engineering, design, commerce) The geometry of an object, especially in engineering design; configuration.
- (mechanics) A factor describing the stress distribution of a body.
noun
- (physics) A state of many interconnected dimensions.
- (computing) A state of multidimensional interconnections (as in hyperlink or hypertext).
- (linear business management) A state of unprecedented speed and magnitude of innovation.
- (social sciences, business) A successful introduction and interconnection of novel ideas.
noun
- (mathematics, physics) The expression of the terms of an equation using powers of nondimensional quantities.
- The act of one who scales or climbs.
- The measurement of dimensions using a scale.
- The formation of a layer of scale on a surface.
- The process of adjusting raw measurement data to fit an expected distribution, such fitting examination results to a normal distribution.
- The removing of the scales of fish.
- The process of adjusting sights to a ship's guns.
- The removal of a layer of scale from a surface.
- the act of arranging in a graduated series
- act of measuring or arranging or adjusting according to a scale
- ascent by or as if by a ladder
verb
adj
- Of, or relating to mathematics
- (figuratively) Extremely precise and accurate, as though having the exactness of a mathematical equation.
- Possible but highly improbable
- statistically possible though highly improbable
- of or pertaining to or of the nature of mathematics
- characterized by the exactness or precision of mathematics
- relating to or having ability to think in or work with numbers
- beyond question
noun
- (mathematics, physics) The mathematical equivalence of two seemingly different theoretical descriptions of a physical system.
- A classification into two subclasses or opposed parts.
- (projective geometry) The interchangeability of points and planes.
- (geometry) the interchangeability of the roles of points and planes in the theorems of projective geometry
- being twofold; a classification into two opposed parts or subclasses
- (physics) the property of matter and electromagnetic radiation that is characterized by the fact that some properties can be explained best by wave theory and others by particle theory
noun
- (physics) The emissivity of a material.
- (physics) The ratio of the RMS value to the absolute mean of a sinusoidal wave (especially to that of an alternating current).
- (crystallography) A function that describes the scattering power of an atom as function of the scattering angle.
- (physics) Any of several functions that describe the unknown internal state of a particle.
- (engineering, design, commerce) The geometry of an object, especially in engineering design; configuration.
- (mechanics) A factor describing the stress distribution of a body.
noun
- (physics) A state of many interconnected dimensions.
- (computing) A state of multidimensional interconnections (as in hyperlink or hypertext).
- (linear business management) A state of unprecedented speed and magnitude of innovation.
- (social sciences, business) A successful introduction and interconnection of novel ideas.
noun
- (mathematics, physics) The expression of the terms of an equation using powers of nondimensional quantities.
- The act of one who scales or climbs.
- The measurement of dimensions using a scale.
- The formation of a layer of scale on a surface.
- The process of adjusting raw measurement data to fit an expected distribution, such fitting examination results to a normal distribution.
- The removing of the scales of fish.
- The process of adjusting sights to a ship's guns.
- The removal of a layer of scale from a surface.
- the act of arranging in a graduated series
- act of measuring or arranging or adjusting according to a scale
- ascent by or as if by a ladder
verb
No matching words found. Try a broader description.
adj
- (mathematics, physics) Exhibiting duality.
- (grammar) Pertaining to a grammatical number in certain languages that refers to two of something, such as a pair of shoes.
- Pertaining to two, pertaining to a pair of.
- (category theory) Being the dual of some other category; containing the same objects but with source and target reversed for all morphisms.
- (linear algebra) Being the space of all linear functionals of (some other space).
- Characterized by having two (usually equivalent) components.
- having more than one decidedly dissimilar aspects or qualities
- consisting of or involving two parts or components usually in pairs
- a grammatical number category referring to two items or units as opposed to one item (singular) or more than two items (plural)
noun
- (geometry) Of a regular polyhedron with V vertices and F faces, the regular polyhedron having F vertices and V faces.
- (wrestling) A head-to-head match or meet between two teams, such as two high schools or colleges.
- (grammar) The dual number.
- (mathematics) Of a vector in an inner product space, the linear functional corresponding to taking the inner product with that vector. The set of all duals is a vector space called the dual space.
- Of an item that is one of a pair, the other item in the pair.
verb
adj
- (mathematics, not comparable) Numerically indivisible by two.
- (not comparable) Left over, remaining after the rest have been paired or grouped.
- (not comparable) Numbered with an odd number.
- Differing from what is usual, ordinary or expected.
- (not comparable) Used or employed for odd jobs.
- (not comparable) Left over or remaining (as a small amount) after counting, payment, etc.
- (not comparable) Not regular or planned.
- Out of the way, secluded.
- Peculiar, singular and strange in looks or character; eccentric, bizarre.
- (not comparable) Scattered; occasional, infrequent; not forming part of a set or pattern.
- (not comparable) Without a corresponding mate in a pair or set; unmatched; (of a pair or set) mismatched.
- (not comparable, in combination with a number) About, approximately; somewhat more than (an approximated round number).
- (sports) On the left.
- of the remaining member of a pair
- not divisible by two
- beyond or deviating from the usual or expected
- not used up
- not easily explained
- an indefinite quantity more than that specified
noun
adj
- Of, or relating to mathematics
- (figuratively) Extremely precise and accurate, as though having the exactness of a mathematical equation.
- Possible but highly improbable
- statistically possible though highly improbable
- of or pertaining to or of the nature of mathematics
- characterized by the exactness or precision of mathematics
- relating to or having ability to think in or work with numbers
- beyond question