Definition of Biholomorphisms. Meaning of Biholomorphisms. Synonyms of Biholomorphisms

Here you will find one or more explanations in English for the word Biholomorphisms. Also in the bottom left of the page several parts of wikipedia pages related to the word Biholomorphisms and, of course, Biholomorphisms synonyms and on the right images related to the word Biholomorphisms.

Definition of Biholomorphisms

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Meaning of Biholomorphisms from wikipedia

- only if f: U → f(U) is biholomorphic. Notice that per definition of biholomorphisms, nothing is ****umed about their derivatives, so, this equivalence contains...
- holomorphic. At this time, ϕ {\displaystyle \phi } is called a U, V biholomorphism also, we say that U and V are biholomorphically equivalent or that they...
- a biholomorphisms is locally in Γ, then it too is in Γ. The pseudogroup is said to be transitive if, given z and w in C, there is a biholomorphism f in...
- transformations of X and can be identified with a subgroup Γ of the group of biholomorphisms of X. The group Γ thus acts freely on X with compact quotient space...
- collection of all local Ck diffeomorphisms on Rn form a pseudogroup. All biholomorphisms between open sets in Cn form a pseudogroup. More examples include:...
- {\displaystyle L^{2}} inner product on this space is manifestly invariant under biholomorphisms of D, the Bergman kernel and the ****ociated Bergman metric are therefore...
- {\displaystyle f} is sufficient to describe f {\displaystyle f} itself up to biholomorphism. However, this construction identifies the Riemann surface only as a...
- are projective varieties, and admit a strictly larger Lie group G of biholomorphisms with respect to which they are homogeneous: in fact, they are generalized...
- (U_{1}\cap U_{2})\to \psi (U_{1}\cap U_{2})} is a biholomorphism. Notice that since every biholomorphism is a diffeomorphism, and C n {\displaystyle \mathbb...
- Andrew (2019). "Characterizing strong pseudoconvexity, obstructions to biholomorphisms, and Lyapunov exponents". Mathematische Annalen. 374 (3–4): 1811–1844...