space-like manifold - перевод на русский
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space-like manifold - перевод на русский

COMPACT COMPLEX MANIFOLD SUCH THAT THE FIELD OF MEROMORPHIC FUNCTIONS ON EACH COMPONENT HAS TRANSCENDENCE DEGREE EQUAL THE COMPLEX DIMENSION OF THE COMPONENT
Moishezon space; Moisezon space; Moisezon manifold; Moišezon space; Moišezon manifold
Найдено результатов: 2476
space-like manifold      

математика

многообразие пространственного типа

Riemannian manifold         
REAL SMOOTH MANIFOLD EQUIPPED WITH A RIEMANNIAN METRIC
Riemannian metric; Riemannian manifolds; Riemann space; Reimann space; Riemannian Manifold

общая лексика

римановое многообразие

three-dimensional manifold         
  • [[Borromean rings]] are a hyperbolic link.
MANIFOLD OF DIMENSION THREE
3-manifolds; Three-manifold; Three-manifolds; 3-dimensional topology; 3-space; Three-dimensional manifold

математика

трехмерное многообразие

three-manifold         
  • [[Borromean rings]] are a hyperbolic link.
MANIFOLD OF DIMENSION THREE
3-manifolds; Three-manifold; Three-manifolds; 3-dimensional topology; 3-space; Three-dimensional manifold

общая лексика

трехмерник

parallelizability         
A DIFFERENTIABLE MANIFOLD WHOSE (CO)TANGENT BUNDLE IS TOPOLOGICALLY TRIVIAL
Parallelizable; Parallelizability; Framed manifold; Rigged manifold; Absolute parallelism

общая лексика

параллелизуемость

smooth manifold         
MANIFOLD UPON WHICH IT IS POSSIBLE TO PERFORM CALCULUS (ANY DIFFERENTIABLITY CLASS)
Differential manifold; Smooth manifold; Smooth manifolds; Differentiable manifolds; Manifold/rewrite/differentiable manifold; Differental manifold; Sheaf of smooth functions; Geometric structure; Ambient manifold; Non-smoothable manifold; Curved manifold

математика

гладкое многообразие

Calabi-Yau space         
RIEMANNIAN MANIFOLD WITH SU(N) HOLONOMY
Calabi-Yau spaces; Calabi-yau; Calabi-Yau; Calabi-Yau space; Calabi Yau; Calabi-Yau variety; Calabi-Yau conjectures; Calabi-Yau three-fold; Calabi-Yau manifold; Calabi-yau manifold; Calabi–Yau four-fold; Calabi-Yau manifolds; Calabi-Yau four-fold; Calabi Yau manifold; Calabi-yau manifolds; Calabi–Yau; Calabi–Yau spaces; Calabi–Yau space; Kalabi-Yau Space; Kalabi-Yau Spaces; Kalabi-Yau; Calabi-Yau conjecture; Calabi–Yau manifolds; Calabi–Yau metric; Calabi-Yau metric

физика

пространство Калаби-Яо

ambient manifold         
MANIFOLD UPON WHICH IT IS POSSIBLE TO PERFORM CALCULUS (ANY DIFFERENTIABLITY CLASS)
Differential manifold; Smooth manifold; Smooth manifolds; Differentiable manifolds; Manifold/rewrite/differentiable manifold; Differental manifold; Sheaf of smooth functions; Geometric structure; Ambient manifold; Non-smoothable manifold; Curved manifold

математика

объемлющее многообразие

differential manifold         
MANIFOLD UPON WHICH IT IS POSSIBLE TO PERFORM CALCULUS (ANY DIFFERENTIABLITY CLASS)
Differential manifold; Smooth manifold; Smooth manifolds; Differentiable manifolds; Manifold/rewrite/differentiable manifold; Differental manifold; Sheaf of smooth functions; Geometric structure; Ambient manifold; Non-smoothable manifold; Curved manifold

математика

дифференциальное многообразие

differentiable manifold         
MANIFOLD UPON WHICH IT IS POSSIBLE TO PERFORM CALCULUS (ANY DIFFERENTIABLITY CLASS)
Differential manifold; Smooth manifold; Smooth manifolds; Differentiable manifolds; Manifold/rewrite/differentiable manifold; Differental manifold; Sheaf of smooth functions; Geometric structure; Ambient manifold; Non-smoothable manifold; Curved manifold

математика

дифференцируемое многообразие

Определение

ЕВРОПЕЙСКОЕ КОСМИЧЕСКОЕ АГЕНТСТВО
(ЕКА) , международная организация 10 стран. Создана в 1975. Разрабатывает космические аппараты (КА) коммерческого и хозяйственно-прикладного назначения. ЕКА имеет сеть станций слежения за полетом космических аппаратов с центром управления в Дармштадте (Германия).

Википедия

Moishezon manifold

In mathematics, a Moishezon manifold M is a compact complex manifold such that the field of meromorphic functions on each component M has transcendence degree equal the complex dimension of the component:

dim C M = a ( M ) = t r . d e g . C C ( M ) . {\displaystyle \dim _{\mathbf {C} }M=a(M)=\operatorname {tr.deg.} _{\mathbf {C} }\mathbf {C} (M).}

Complex algebraic varieties have this property, but the converse is not true: Hironaka's example gives a smooth 3-dimensional Moishezon manifold that is not an algebraic variety or scheme. Moishezon (1967, Chapter I, Theorem 11) showed that a Moishezon manifold is a projective algebraic variety if and only if it admits a Kähler metric. Artin (1970) showed that any Moishezon manifold carries an algebraic space structure; more precisely, the category of Moishezon spaces (similar to Moishezon manifolds, but are allowed to have singularities) is equivalent with the category of algebraic spaces that are proper over Spec(C).

Как переводится space-like manifold на Русский язык