Examples of using Cartesian in English and their translations into Serbian
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Colloquial
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Ecclesiastic
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Computer
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Latin
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Cyrillic
Cartesian dualism.
We're going to Cartesian, his employer.
Cartesian Linguistics.
Okay, I have the security footage from Cartesian.
The cartesian power of a set X can be defined as.
It is certainly difficult for our Cartesian minds to grasp this concept.
The Cartesian product of any nonempty family of nonempty sets is nonempty.
This is well beyond organic agriculture,which is still a Cartesian system, more or less.
An arbitrary Cartesian product of non-empty sets is non-empty.
Basic examples and first consequences of vector space axioms; Cartesian product of vector spaces.
For any set A, the cartesian product of A and the empty set is empty.
In it, Descartes introduced the idea that eventually became known as Cartesian coordinates;
That Descartes' Cartesian way of looking at animals, like they're machines.
So it helped me understand industrial agriculture,which of course is a Cartesian system.
The Cartesian product of a non-empty family of non-empty sets is non-empty.
The philosophical basis of this secularization of nature was the Cartesian division between spirit and matter.
Then we take the Cartesian product and select the tuples that are to be joined.
This approach has several drawbacks,of which the main one is that such a definition is very much in the spirit of Cartesian dualism.
The Cartesian product is not associative(unless one of the involved sets is empty).
Henry More's belief in the universe and rejection of Cartesian dualism may have influenced Newton's religious ideas.
A Cartesian tree may be constructed in linear time from its input sequence.
The direct formulae giving the Cartesian coordinates(x, y) follow immediately from the above.
The Cartesian coordinate system is used in mathematics to define the position of points in a plane.
The relational algebra uses set union,set difference, and Cartesian product from set theory, but adds additional constraints to these operators.
The Cartesian product can be generalized to the n-ary Cartesian product over n sets X1,…, Xn.
For instance, the orientation of a rigid body can be represented by an orientation matrix, which includes,in its three columns, the Cartesian coordinates of three points.
The cardinality of the Cartesian product is the product of the cardinalities of its factors, i.e.,|.
The Cartesian product of these sets returns a 52-element set consisting of 52 ordered pairs, which correspond to all 52 possible playing cards.
It can be formed by taking a finite Cartesian product of the Cantor set with itself, making it a Cantor space.
The Cartesian tree for a sequence may be constructed in linear time using a stack-based algorithm for finding all nearest smaller values in a sequence.