English-Wörter für 'plural of latticework'
Oben finden Sie Wörter zu "plural of latticework". Bewegen Sie den Fokus oder Mauszeiger auf ein Wort, um die Definition anzuzeigen.
Suchergebnisse
name
verb
noun
- (crystallography) A regular spacing or arrangement of geometric points, often decorated with a motif.
- (mathematics, order theory) A partially ordered set in which every pair of elements has a unique supremum and a unique infimum.
- (music) A model of the tuning relationships of a just intonation system, comprising an array of points in a periodic multidimensional pattern.
- (topology, Lie theory, generalizing noun sense 5.1) A discrete subgroup L of a given locally compact group G whose quotient space G/L has finite invariant measure.
- (heraldry) A bearing with vertical and horizontal bands that cross each other.
- A flat panel constructed with widely-spaced crossed thin strips of wood or other material, commonly used as a garden trellis.
- (group theory) A discrete subgroup of Rⁿ which is isomorphic to Zⁿ (considered as an additive group) and which spans the real vector space Rⁿ.
- (algebra, ring theory, generalizing noun sense 5.1, with respect to a vector space V over a field F which is the field of fractions of an integral domain R in F) A finitely generated R-submodule of V which spans V over F. (In this case the submodule is called an R-lattice).
- an arrangement of points or particles or objects in a regular periodic pattern in 2 or 3 dimensions
- framework consisting of an ornamental design made of strips of wood or metal
- small opening (like a window in a door) through which business can be transacted
noun
noun
- (algebra, lattice theory, of a lattice) An element that is not a positive integer multiple of another element of the lattice.
- (algebra, field theory) An element that generates a simple extension.
- (number theory) Given a modulus n, a number g such that every number coprime to n is congruent (modulo n) to some power of g; equivalently, a generator of the multiplicative field of integers modulo n.
- (algebra, of a coalgebra over an element g) An element x ∈ C such that μ(x) = x ⊗ g + g ⊗ x, where μ is the comultiplication and g is an element that maps to the multiplicative identity 1 of the base field under the counit (in particular, if C is a bialgebra, g = 1).
- (group theory, of a free group) An element of a free generating set of a given free group.
- (algebra, field theory, of a finite field) An element that generates the multiplicative group of a given Galois field (finite field).
suffix
name
noun
noun
verb
noun
noun
- (algebra, lattice theory, of a lattice) An element that is not a positive integer multiple of another element of the lattice.
- (algebra, field theory) An element that generates a simple extension.
- (number theory) Given a modulus n, a number g such that every number coprime to n is congruent (modulo n) to some power of g; equivalently, a generator of the multiplicative field of integers modulo n.
- (algebra, of a coalgebra over an element g) An element x ∈ C such that μ(x) = x ⊗ g + g ⊗ x, where μ is the comultiplication and g is an element that maps to the multiplicative identity 1 of the base field under the counit (in particular, if C is a bialgebra, g = 1).
- (group theory, of a free group) An element of a free generating set of a given free group.
- (algebra, field theory, of a finite field) An element that generates the multiplicative group of a given Galois field (finite field).
noun
noun
verb
verb
noun
- (crystallography) A regular spacing or arrangement of geometric points, often decorated with a motif.
- (mathematics, order theory) A partially ordered set in which every pair of elements has a unique supremum and a unique infimum.
- (music) A model of the tuning relationships of a just intonation system, comprising an array of points in a periodic multidimensional pattern.
- (topology, Lie theory, generalizing noun sense 5.1) A discrete subgroup L of a given locally compact group G whose quotient space G/L has finite invariant measure.
- (heraldry) A bearing with vertical and horizontal bands that cross each other.
- A flat panel constructed with widely-spaced crossed thin strips of wood or other material, commonly used as a garden trellis.
- (group theory) A discrete subgroup of Rⁿ which is isomorphic to Zⁿ (considered as an additive group) and which spans the real vector space Rⁿ.
- (algebra, ring theory, generalizing noun sense 5.1, with respect to a vector space V over a field F which is the field of fractions of an integral domain R in F) A finitely generated R-submodule of V which spans V over F. (In this case the submodule is called an R-lattice).
- an arrangement of points or particles or objects in a regular periodic pattern in 2 or 3 dimensions
- framework consisting of an ornamental design made of strips of wood or metal
- small opening (like a window in a door) through which business can be transacted