Examples of using Mathematical objects in English and their translations into Ukrainian
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The article determines properties of production functions as mathematical objects.
The way out of the situation is if we recognize mathematical objects as not idealisations, but formalizations.
With that said,vector graphics are considered a graphic visualization of mathematical objects.
Equivalence deals with the determination of when two mathematical objects are the same under a change of variables.
The values of a stochastic process are not always numbersand can be vectors or other mathematical objects.
Inequality- a statement that two mathematical objects are different, i.e. not equal to each other.
Check of performance of properties of production functions as mathematical objects(p. 257- 261).
In sensual things, mathematical objects do not exist, since“two bodies are not in the same place in the same place”;
ECC is based on sets of numbers that are associated with mathematical objects called elliptic curves.
I create mathematical objects, symmetrical objects, using Galois' language, in very high dimensional spaces.
Traditional mathematical notation represents mathematical objects but not mathematical processes.
However, while the results in real analysis are stated for real numbers,many of these results can be generalized to other mathematical objects.
Thus, there was a temptation to neglect them and declare mathematical objects to be something primary in relation to the existing world.
Mathematical objects are made by the idealization of real property or any other mathematical objects and write these properties in an official language.
It is best understood in comparison to themainstream philosophy of mathematics where infinite mathematical objects(e.g., infinite sets) are accepted as legitimate.
And that's where I work. I create mathematical objects, symmetrical objects, using Galois' language, in very high dimensional spaces.
In six different virtual brains, each reconstructed from experimental data obtained in rats,the team looked for signs of these abstract mathematical objects.
The science of numbers and other mathematical objects has a fundamental place in the worldview system, that is, in fact, mathematics is declared philosophy.
Mystical doctrines as to the relation of time to eternityare also reinforced by pure mathematics, for mathematical objects, such as numbers, if real at all, are eternal and not in time.
Mathematical objects are created by idealizing the properties of real or other mathematical objects and writing these properties in the formal language.
The main objects of scientific knowledge of the Pythagoreans were mathematical objects, primarily the number of the natural number(recall the famous“The number is the essence of all things”).
Mathematical objects are created by the idealization of the real property or other mathematical objects, and write these properties in a formal language.
Vector graphics(sometimes called vector shapes or vector objects) are made up of lines and curves defined by mathematical objects called vectors, which describe an image according to its geometric characteristics.
Mathematical objects are created by the idealization of property of real or other mathematical objects and describing these properties in a formal language.
Computer algebra, also called symbolic computation or algebraic computation is a scientific area that refers to the study and development ofalgorithms and software for manipulating mathematical expressions and other mathematical objects.
Vectors in vector spaces do not necessarily have to be arrow-like objects as they appear in the mentioned examples:vectors are regarded as abstract mathematical objects with particular properties, which in some cases can be visualized as arrows.
The theory can be considered a form of Pythagoreanism or Platonism in that it proposes the existence of mathematical entities;a form of mathematical monism in that it denies that anything exists except mathematical objects; and a formal expression of ontic structural realism.