uniformization theorem造句
例句與造句
- The uniformization theorem states that every smooth Riemannian surface is hyperbolic plane.
- The first rigorous proofs of the general uniformization theorem were given by and.
- However, his proof relied on the uniformization theorem.
- The uniformization theorem for universal covering space of surfaces with constant negative Gaussian curvature.
- A geometric proof, which yields a stronger geometric result, is the uniformization theorem.
- It's difficult to find uniformization theorem in a sentence. 用uniformization theorem造句挺難的
- According to the uniformization theorem above, all hyperbolic surfaces are quotients of the unit disk.
- Each of these surfaces of constant curvature has a Poincar?s uniformization theorem ( see below ).
- Both sought to state and prove a grand uniformization theorem that would serve as a capstone to the emerging theory.
- proved resolution of singularities for surfaces over a field of any characteristic by proving a local uniformization theorem for valuation rings.
- The uniformization theorem is a generalization of the Riemann mapping theorem from proper simply connected conformally equivalent Riemannian metric with constant curvature.
- *PM : proof of the uniformization theorem, id = 7558-- WP guess : proof of the uniformization theorem-- Status:
- *PM : proof of the uniformization theorem, id = 7558-- WP guess : proof of the uniformization theorem-- Status:
- The uniformization theorem is a generalization of the Riemann mapping theorem from proper simply connected open subsets of the plane to arbitrary simply connected Riemann surfaces.
- The generalization of the theorem to Riemann surfaces is the famous uniformization theorem, which was proved in the 19th century by Henri Poincar?and Felix Klein.
- Although Rado's theorem is often used in proofs of the uniformization theorem, some proofs have been formulated so that Rado's theorem becomes a consequence.
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