Mots en English pour '(mathematics) A holomorphic function'
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adj
- (complex analysis, of a (holomorphic) function) (Holomorphic and) injective.
- (chemistry) Having an atomic valence of 1, or having only one valence.
- (genetics) Of, or relating to, a chromosome that is not paired with its homologous chromosome during synapsis.
- (medicine) Having a vaccine valence of 1.
- having a valence of 1
- used of a chromosome that is not paired or united with its homologous chromosome during synapsis
noun
adj
- (mathematics, mathematical analysis, of a mapping from a multi-dimensional space or manifold to an equivalent space) Having certain properties in common with holomorphic functions of a single complex variable.
- (mathematics, representation theory, topological algebra, of a representation) That is the result of a required adjustment of an induced representation that would, unadjusted, give rise to (only) a quasi-invariant measure.
- (mathematics, ring theory, of an element r of a ring) Such that 1 − r is a unit (has a multiplicative inverse).
- Having some regular characteristics.
- (geometry, of a polyhedron or tessellation) That is semiregular with regular faces of precisely two types that alternate around each vertex.
adj
adj
- (most generally, category theory, of an object X in a locally small category 𝒞 that admits filtered colimits of monomorphism) Such that the functor operatorname Hom_( mathcal )C(X,·) preserves those filtered colimits of monomorphisms.
- (ring theory, of a (left) ideal in a ring R) Finitely generated as a (left) module over R.
- (of a space) Equipped with an Alexandrov topology (i.e. one where the intersection of every family of open sets is open).
- (abstract algebra, of a group-like structure: a group, module, ring, monoid, etc.) Having a finite set of generators, i.e. having a finite set of elements from which all other elements can be created in finitely many steps under the permitted operations (viz. the group operation for groups, addition and scalar multiplication for modules, addition and multiplication for rings, etc.)
- (less generally, but still covering most cases outside pure category theory, of an object X in a concrete category) Being a quotient object of a free object over a finite set, i.e. being the target of a regular epimorphism from an object which is free on a finite set.
noun
- (mathematics) Initialism of mathematical morphology.
- (audio, electronics) Initialism of moving magnet, a type of phono cartridge.
- Initialism of man-month.
- (Freemasonry) Initialism of Master Mason.
- (finance) Initialism of market maker.
- (numismatic slang) Initialism of mintmark.
- (aviation) Initialism of middle marker.
- plural of M (“Monsieur”)
- Initialism of mile marker.
- (finance) Abbreviation of million.
- (education) Initialism of Master of Music.
- (education) Initialism of Master of Management.
- (philately) Initialism of mounted mint.
- (amateur radio) Initialism of maritime mobile.
- (operating systems) Initialism of memory management.
name
num
noun
- (mathematics) Mathematical morphology.
- (linguistics) The study of the internal structure of morphemes (words and their semantic building blocks).
- (countable) The form and structure of something.
- (geology) The study of the structure of rocks and landforms.
- (biology) The study of the form and structure of animals and plants.
- (countable) A description of the form and structure of something.
- studies of the rules for forming admissible words
- the admissible arrangement of sounds in words
- the branch of geology that studies the characteristics and configuration and evolution of rocks and land forms
- the branch of biology that deals with the structure of animals and plants
noun
- (mathematics) Initialism of mathematical morphology.
- (audio, electronics) Initialism of moving magnet, a type of phono cartridge.
- Initialism of man-month.
- (Freemasonry) Initialism of Master Mason.
- (finance) Initialism of market maker.
- (numismatic slang) Initialism of mintmark.
- (aviation) Initialism of middle marker.
- plural of M (“Monsieur”)
- Initialism of mile marker.
- (finance) Abbreviation of million.
- (education) Initialism of Master of Music.
- (education) Initialism of Master of Management.
- (philately) Initialism of mounted mint.
- (amateur radio) Initialism of maritime mobile.
- (operating systems) Initialism of memory management.
name
num
noun
- (mathematics) Mathematical morphology.
- (linguistics) The study of the internal structure of morphemes (words and their semantic building blocks).
- (countable) The form and structure of something.
- (geology) The study of the structure of rocks and landforms.
- (biology) The study of the form and structure of animals and plants.
- (countable) A description of the form and structure of something.
- studies of the rules for forming admissible words
- the admissible arrangement of sounds in words
- the branch of geology that studies the characteristics and configuration and evolution of rocks and land forms
- the branch of biology that deals with the structure of animals and plants
adj
- (complex analysis, of a (holomorphic) function) (Holomorphic and) injective.
- (chemistry) Having an atomic valence of 1, or having only one valence.
- (genetics) Of, or relating to, a chromosome that is not paired with its homologous chromosome during synapsis.
- (medicine) Having a vaccine valence of 1.
- having a valence of 1
- used of a chromosome that is not paired or united with its homologous chromosome during synapsis
noun
adj
- (mathematics, mathematical analysis, of a mapping from a multi-dimensional space or manifold to an equivalent space) Having certain properties in common with holomorphic functions of a single complex variable.
- (mathematics, representation theory, topological algebra, of a representation) That is the result of a required adjustment of an induced representation that would, unadjusted, give rise to (only) a quasi-invariant measure.
- (mathematics, ring theory, of an element r of a ring) Such that 1 − r is a unit (has a multiplicative inverse).
- Having some regular characteristics.
- (geometry, of a polyhedron or tessellation) That is semiregular with regular faces of precisely two types that alternate around each vertex.
adj
adj
- (most generally, category theory, of an object X in a locally small category 𝒞 that admits filtered colimits of monomorphism) Such that the functor operatorname Hom_( mathcal )C(X,·) preserves those filtered colimits of monomorphisms.
- (ring theory, of a (left) ideal in a ring R) Finitely generated as a (left) module over R.
- (of a space) Equipped with an Alexandrov topology (i.e. one where the intersection of every family of open sets is open).
- (abstract algebra, of a group-like structure: a group, module, ring, monoid, etc.) Having a finite set of generators, i.e. having a finite set of elements from which all other elements can be created in finitely many steps under the permitted operations (viz. the group operation for groups, addition and scalar multiplication for modules, addition and multiplication for rings, etc.)
- (less generally, but still covering most cases outside pure category theory, of an object X in a concrete category) Being a quotient object of a free object over a finite set, i.e. being the target of a regular epimorphism from an object which is free on a finite set.