Additional examples are adjusted to the entries in an automated way - we cannot guarantee that they are correct.
Therefore, the collection of projective sets has the uniformization property.
The first rigorous proofs of the general uniformization theorem were given by and .
Equivalently, by the uniformization theorem, the universal cover of X has to be the complex plane.
In particular, many discussions of uniformization speak of complex curves rather than real two-manifolds.
This is known as the uniformization theorem.
Arabetics - for a discussion of consistency and uniformization of Arabic written text.
By the p-adic uniformization, the case has a p-adic analog.
However, his proof relied on the uniformization theorem.
The uniformization theorem implies that every complex elliptic curve arises in this way.
The uniformization property is implied by the scale property, at least for adequate pointclasses of a certain form.
It follows from ZFC alone that and have the uniformization property.
Both sought to state and prove a grand uniformization theorem that would serve as a capstone to the emerging theory.
This is a classical result, and as stated, easy (the full uniformization theorem is subtler).
It entails the uniformization of analytic relations by means of automorphic functions.
Since the reign of Phillip V, there has been a process of uniformization by the central authorities.
Such a function is called a uniformizing function for , or a uniformization of .
A geometric proof, which yields a stronger geometric result, is the uniformization theorem.
But as part of a nation-building strategy called uniformization, any mention of a citizen's ethnic origin was officially forbidden.
The geometrization conjecture is an analogue for 3-manifolds of the uniformization theorem for surfaces.
A uniformization of then picks exactly one element from each such subset, whenever the subset is nonempty.
AD is equivalent to AD plus the axiom of uniformization.
Every closed 2-dimensional manifold (surface) admits a constant curvature metric, by the uniformization theorem.
The l' topology allows morphisms as in the conclusion of Gabber's local uniformization theorem.
"To describe me or Vivendi as a defender of the uniformization of culture is scandalous and hypocritical," he added.
Uniformization may refer to: