Examples of 'diffeomorphisms' in a sentence
Meaning of "diffeomorphisms"
Diffeomorphisms are mathematical functions between smooth manifolds that are smooth and have smooth inverses
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- plural of diffeomorphism
How to use "diffeomorphisms" in a sentence
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diffeomorphisms
One still has to quotient away diffeomorphisms.
This group of large diffeomorphisms is called the modular group.
There are special variations that are equivalent to spatial diffeomorphisms.
This preserving property of the diffeomorphisms is made precise as follows.
Compatibility is the equivalence relation generated by orientation preserving diffeomorphisms.
Third remark Diffeomorphisms are necessarily between manifolds of the same dimension.
The isomorphisms in this category are the diffeomorphisms defined above.
These generate time diffeomorphisms along orbits defined by the lapse function N ( x ) { \ displaystyle Nx.
The central question in singularity theory is the local classification of applications by diffeomorphisms.
The same criterion holds more generally for diffeomorphisms of a smooth manifold.
In mathematical analysis, where the morphisms are differentiable functions, isomorphisms are also called diffeomorphisms.
Shapes and Diffeomorphisms.
This works because matter gets dragged across together with the metric under active diffeomorphisms.
Equilibrium states and the ergodic theory of Anosov diffeomorphisms in the Springer Lecture Notes.
For example, for differentiable manifolds the transition maps are required to be diffeomorphisms.
See also
Dynamics of conservative diffeomorphisms of surfaces, a topological viewpoint.
Note that the above defined Lyapunov dimension is invariant under Lipschitz diffeomorphisms.
The action is invariant under worldsheet diffeomorphisms ( or coordinates transformations ) and Weyl transformations.
Integral curves and one-parameter groups of diffeomorphisms.
Groups of Hamiltonian diffeomorphisms are simple, by a theorem of Banyaga.
Characterization of Anosov diffeomorphisms.
These generate spatial diffeomorphisms along orbits defined by the shift function N a ( x ) { \ displaystyle N ^ { a } x.
Each of these fields generates a one-parameter group of diffeomorphisms in a neighborhood of x0.
In the category of smooth manifolds, morphisms are smooth functions and isomorphisms are called diffeomorphisms.
Among mathematical methods, we have retained the diffeomorphisms of a reference pattern.
Determining whether an unattributed landscape is a blakelock or a ryder or… And studying Anosov diffeomorphisms.
Abstract, Our goal is to study the group G of smooth diffeomorphisms of the circle.
The last chapter contains some remarks around Hofer 's metric on the group of Hamiltonian diffeomorphisms.
Some of the examples that have been studied include, The group of diffeomorphisms of a manifold.
An s-knot s is an equivalence class of spin networks S under diffeomorphisms.
Abstract, We study the asymptotic Maslov index for surface diffeomorphisms.
We prove that for every r ¿ 2 there exist a class nr of three-dimensional diffeomorphisms having.
Banyaga, Augustin . / On the structure of the group of equivariant diffeomorphisms.
In 1977 he completed his habilitation in Bonn in Mathematics Bordism groups of diffeomorphisms.
This allows us to prove a coisotropic non-squeezing theorem for compactly supported Hamiltonian diffeomorphisms of R ^ { 2n }.
