Приклади вживання Topological Англійська мовою та їх переклад на Українською
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Topological combinatorics.
Relation to topological ends.
Topological Abduction of Europe.
Let G be a compact topological group.
Topological algebra":∞-stacks, derivators;
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The fundamental group of a topological space.
Every topological group is completely regular.
And it's what's called a topological invariant.
Topological dynamics: minimality, entropy and chaos".
Of particular interest were also topological materials.
The elements of a topological space are often called points.
This format lacks the capacity to store topological information.
In contrast, global topological properties are robust against perturbations- the number of holes in a donut only changes after a big bite.
Every constant function between topological spaces is continuous.
This definition makes the spectrum of a Noetherian ring a Noetherian topological space.
The elements of the topological space are called points.
The shapefile formatdoes not have the ability to store topological information.
However, graphene is not a topological insulator in the usual sense.
Multiple Andreev reflection in a two-dimensional topological insulator.
The specifics of implementing the topological approach for forming social cohesiveness in a state.
In this case any haven β defines an end of the topological space in which.
The topological matrix zones have been allocated, according to which the measures, necessary to improve management efficiency, have been formulated.
The so-called Chern index is another, albeit very abstract, topological quantity.
In the 1980s Haldane discovered how topological concepts can be used to understand the properties of chains of small magnets found in some materials.
It records information about the basic shape, or holes, of the topological space.
His research in geometry led to the abstract topological definition of homotopy and homology.
Convergent sequences also can beconsidered as real-valued continuous functions on a special topological space.
Caio:‘In the far future,this could enable the development of novel devices based on topological currents beside electric currents.
He applied all these achievements to study practical problems of mathematical physics and celestial mechanics,and the methods used were the basis of its topological works.