Examples of 'hopf' in a sentence
Meaning of "hopf"
Hopf is a noun that can refer to multiple things, including a mathematical concept known as the Hopf fibration or a surname in some cultures
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- A surname.
How to use "hopf" in a sentence
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hopf
Profound information is a matter of course at hopf.
Hopf algebras can be seen as a generalization of group objects to monoidal categories.
Nichols algebras play an important role to classify pointed hopf algebras.
Hopf monoidal comonads.
We also introduce the concept of partial coactions of weak hopf algebras.
Hopf has not been affected by the virus or political measures so far.
We also did a study of singular set of singular holomorphic distributions in arbitrary hopf manifolds.
Hopf index theorem.
It is shown that this dynamical system can experience hopf and transcritical bifurcations.
Hopf bifurcation theorem.
By downloading the hopf whitepapers What is time.
The hopf bifurcations occurs simultaneously to the lack of global stability of the equilibrium point.
There are numerous generalizations of the Hopf fibration.
The concept of weak hopf algebra arises as a generalization of ordinary hopf algebra.
See also the discussion at Hopf bundle.
See also
The Hopf fibration is important in twistor theory.
This is of course the Hopf fibration.
Hopf algebras enter in the SD framework as well.
We build this algebra as a Hopf sub algebra of a permutation algebra.
The Hopf link is also present in some proteins.
There is the following general construction for a Hopf algebra.
The Hopf link is a fibered link.
This observation was actually a source of the notion of Hopf algebra.
Ms Hopf parked with a full tank.
Which is a map of Hopf algebras.
E Hopf on the ergodic character of the geodesic flow.
One of the first courses he took there was by Heinz Hopf on geometry.
The Hopf fibration is still widely studied in physics and mathematics.
One first performs a continuation of a steady state to locate a Hopf bifurcation point.
This Hopf algebra and non commutative symmetric functions are isomorphic.
They spiral around each other naturally due to the Hopf fibration.
One consequence of the Hopf bifurcation is that there is a minimum firing rate.
General results about these objects in relation with Hopf algebras are provided.
There is another related Hopf algebra which is the dual of the previous Hopf algebra.
The problem also was solved by Heinz Hopf at the same time.
Any secondary Hopf surface has a finite unramified cover that is a primary Hopf surface.
This is a subcritical Hopf bifurcation.
First he solved the Hopf invariant one problem by doing a computation with his Adams operations.
Its managing director is Wilhelm Hopf.
Hopf died despite the efforts of Lindbergh and his other companions to save him.
Examples include Hopf algebras and Lie bialgebras.
Hopf bifurcation and the Hopf fibration.
They need Ms Hopf for that.
Hopf hypothesized that William may have married a sister of Matthew of Mons.
From the butchery Hopf.
The integral in a Hopf algebra is central in the construction of Hennings.
Presentation by Hopf.
Alexandra Hopf lives and works in Berlin.
As a consequence of this, we present a result that features a quasitriangular hopf algebra.
Let H be a Hopf algebra over a field k.
