Примеры использования Are isomorphic на Английском языке и их переводы на Русский язык
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The controls of the Tardis are isomorphic.
These two graphs are isomorphic, but their isomorphism cannot be realized by a linear map.
Test whether two graphs are isomorphic.
Td and O are isomorphic as abstract groups: they both correspond to S4, the symmetric group on 4 objects.
Note that the natural numbers are isomorphic to lists of units.
Any two vector spaces over F having the same dimension are isomorphic.
All cyclic groups of a given order are isomorphic to( Z n,+ n){\displaystyle\mathbb{Z}_{n},+_{n.
Since the kernels of these two new isogenies agree,their target curves are isomorphic.
Two irreducible representations are isomorphic if and only if they have the same highest weight.
In dimension 1,if two smooth projective curves are birational, then they are isomorphic.
Conjugate subgroups are isomorphic, but isomorphic subgroups need not be conjugate.
However, there are other cases when two such groups are isomorphic as abstract groups.
Let M be a module, and let S and T be submodules of M. Then: The sum S+ T{s+ t| s∈ S, t∈ T} is a submodule of M,The intersection S∩ T is a submodule of M, and The quotient modules(S+ T)/ T and S/(S∩ T) are isomorphic.
The two groups(G,∗) and(H,⊙{\displaystyle\odot}) are isomorphic if there exists an isomorphism from one to the other.
In algebraic terms, two varieties over a field k are birational if andonly if their function fields are isomorphic as extension fields of k.
The problems of checking whether two self-complementary graphs are isomorphic and of checking whether a given graph is self-complementary are polynomial-time equivalent to the general graph isomorphism problem.
An Apollonian network is a maximal planar graph in which all of the blocks are isomorphic to the complete graph K4.
It follows from the Bieberbach theorem that all wallpaper groups are different even as abstract groups as opposed to e.g. frieze groups, of which two are isomorphic with Z.
Then the singular cohomology groups of X with coefficients in an abelian group A are isomorphic to sheaf cohomology with constant coefficients, H*X, AX.
The accuracy of protein synthesis evolutionarily conservative and high,but could it be that kind of"tajnopis′û", When the"mark"(codon) and"designated"(amino acid) not always are isomorphic, not clear?
This amounts to classifying the algebraic groups whose real points are isomorphic up to a compact factor to G{\displaystyle G.
Two subnormal series are said to be equivalent orisomorphic if there is a bijection between the sets of their factor groups such that the corresponding factor groups are isomorphic.
For example, an abelian group may have two different subgroups which are isomorphic, but they are never conjugate.
Châtelet surfaces Coble surfaces Cubic surfaces Nonsingular cubic surfaces are isomorphic to the projective plane blown up in 6 points, and are Fano surfaces.
In addition, the psyche is the original, universal-and-creative nature, its productive functioning consists in building a dynamic image of the world, andits essential mechanisms are isomorphic in relation to creativity mechanisms V.T.
They're isomorphic, tuned to your brainwaves, they will only respond to you.
Cospectral graphs need not be isomorphic, but isomorphic graphs are always cospectral.
A self-complementary graph is a graph which is isomorphic to its complement.
By construction, the friendship graph Fn is isomorphic to the windmill graph Wd3,n.
Equivalently, it is isomorphic to the indefinite orthogonal group SO+1,2.