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dense ne demek?

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İngilizce - Türkçe

dense anlamı
sıfat
1) yoğun
2) sık
3) koyu
4) kalın
5) sıkışık
6) kalın kafalı
7) negatifi şeffaf olmayan

"dense" için örnek kullanımlar

Four officers wore breathing sets as they tackled the fire in dense smoke.
Onlar yoğun duman yangın ele olarak dört subay solunum setleri giydi.
Kaynak: examiner.co.uk
Warm air moving in over our heads today created the dense fog this evening.
Bugün başımızı hareket Sıcak hava bu akşam yoğun sis oluşturulur.
Kaynak: masslive.com
Central Minnesota is in a dense fog advisory until noon Tuesday.
Merkez Minnesota öğlen Salı gününe kadar yoğun bir sis danışma bulunmaktadır.
Kaynak: sctimes.com
Storm dumps dense, wet snow on Ohio, road and air traffic snarled, schools closed.
Fırtına döker Ohio, karayolu ve hava trafiği yoğun, ıslak kar hırladı, okullar kapalı.
Kaynak: therepublic.com
Density and dense usually refer to a measure of how much of some entity is within a fixed amount of space. Types of density include:
Kaynak: Density (disambiguation)
In topology and related areas of mathematics , a subset A of a topological space X is called dense (in X) if every point x in X either
Kaynak: Dense set
Less dense fluids float on more dense fluids if they do not mix. This concept can be extended, with some care, to less dense solids
Kaynak: Density
In mathematics , a dense graph is a graph in which the number of edges is close to the maximal number of edges. The opposite, a graph
Kaynak: Dense graph
In mathematics , a partial order ≤ on a set X is said to be dense if, for all x and y in X for which x forall x forall y xRyRightarrow
Kaynak: Dense order
If the majority of elements differ from zero, then it is common to refer to the matrix as a dense matrix. | Example of sparse matrix  11
Kaynak: Sparse matrix
Dense set : A set is dense if it has nonempty intersection with every nonempty open set. Equivalently, a set is dense if its closure is
Kaynak: Glossary of topology
In abstract algebra , specifically in module theory , a dense submodule of a module is a refinement of the notion of an essential submodule
Kaynak: Dense submodule
A subset B of A is said to be coinitial (or dense in the sense of forcing ) if it satisfies the following condition. For every a ∈ A, there
Kaynak: Cofinal (mathematics)
The theorem can be applied to show that any primitive ring can be viewed as a "dense" subring of the ring of linear transformation s of a
Kaynak: Jacobson density theorem
In mathematics, a nowhere dense set in a topological space is a set whose closure has empty interior . The order of operations is
Kaynak: Nowhere dense set

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