Examples of 'is isomorphic' in a sentence
Meaning of "is isomorphic"
is isomorphic ~ Refers to objects or entities that have a similar structure or form
How to use "is isomorphic" in a sentence
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is isomorphic
Every group is isomorphic to a quotient of a free group.
If y is nuclear then the isotope by y is isomorphic to the original.
Every group is isomorphic to a group of permutations.
The opposite of the opposite of a ring is isomorphic to that ring.
Is isomorphic to a subgroup of.
Every subordering is isomorphic to an initial segment.
Fact may be expressed by saying that the ordered field Q is isomorphic to the.
Every finitely generated group is isomorphic to a quotient of a free group.
It is isomorphic to the completion of the countable Cantor algebra.
Every finite abelian group is isomorphic to a direct product.
R is isomorphic to a closed subscheme of PR.
Every field with p elements is isomorphic to this one.
It is isomorphic to forms all family I azithromycin crystalline forms.
Taubes has shown that it is isomorphic to embedded contact homology.
If the field is a real vector field, then the target manifold is isomorphic to R3.
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Every other finite field is isomorphic to one of these fields.
In particular, the space of all harmonic - forms on is isomorphic to.
In this case is isomorphic to.
In fact, ΛK is isomorphic to the additive group of integers Z, via the Fredholm index.
Any cyclic group with n elements is isomorphic to this group.
The symmetry is isomorphic to the cyclic group, order pp.
More generally every real geometric algebra is isomorphic to a matrix algebra.
A Fano curve is isomorphic to the projective line.
The relationship between metaphor and nanotechnology is isomorphic and made of paradox.
In that case, is isomorphic to the quotient group.
Every ordered field contains an ordered subfield that is isomorphic to the rational numbers.
Any ring that is isomorphic to its own completion, is called complete.
The vector space is isomorphic to.
This principle is isomorphic with ideas like effects-based operations EBO.
Thus we immediately find that every complete lattice is isomorphic to a complete lattice of sets.
Every finite group is isomorphic to the syntactic monoid of some non-trivial language.
In each case we prove that the enveloping skewfield is isomorphic to a Weyl skewfield.
The graph F2 is isomorphic to the butterfly graph.
The absolute Galois group of a finite field K is isomorphic to the group.
Any group of prime order is isomorphic to a cyclic group and therefore abelian.
A lattice, it is clear that EmC is isomorphic to.
The infinite cyclic group is isomorphic to the additive subgroup Z of the integers.
Otherwise the ultrafilter is principal, and the ultraproduct is isomorphic to one of the factors.
No well-ordered set is isomorphic to any of its initial segments.
A Banach space isomorphic to all its infinite-dimensional closed subspaces is isomorphic to a separable Hilbert space.
In particular, is isomorphic to a subgroup of.
This map is a monomorphism, and hence its image is isomorphic to { 0.
Every prime principal right ideal ring is isomorphic to a matrix ring over a right Ore domain.
Also, C is isomorphic to the field of complex Puiseux series.
The lattice structure of this set is isomorphic to the orthomodular lattice.
The group I is isomorphic to A5, the alternating group of even permutations of five objects.
The symmetry group is isomorphic with Z.
Therefore, M is isomorphic to a quotient of R by a maximal right ideal.
Thus, any vector space is isomorphic to itself.
This group is isomorphic to the binary icosahedral group of order 120.
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Examples of using Isomorphic
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Isomorphic semigroups have the same structure
And give rise to isomorphic normed spaces
All finite fields of a given order are isomorphic
