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Salam, A.; Strathdee, J. (1967). «Harmonic analysis in terms of the homogeneous Lorentz group». Physics Letters B 25 (3): 230-32. Bibcode:1967PhLB..…156 kB (20 530 palabras) - 06:39 13 may 2024
Resultados de la Wikipedia en inglés.
- examples of complex manifolds that have Ricci-flat metrics, but their canonical bundles are not trivial, so they are Calabi–Yau manifolds according to…24 kB (3212 palabras) - 20:31 21 may 2024
- Generalized flag variety (redirección desde Projective homogeneous variety)variety) is a homogeneous space whose points are flags in a finite-dimensional vector space V over a field F. When F is the real or complex numbers, a generalized…17 kB (2475 palabras) - 19:58 10 ene 2024
- after completing a doctoral dissertation, titled "On certain homogeneous complex manifolds", under the supervision of Donald Spencer. Afterwards, he held…15 kB (1344 palabras) - 22:43 26 mar 2024
- geometry where complex manifolds provide examples of exotic metric structures such as Calabi–Yau manifolds and hyperkähler manifolds, and in gauge theory…26 kB (3677 palabras) - 14:31 7 sep 2023
- Each of the Stiefel manifolds V k ( F n ) {\displaystyle V_{k}(\mathbb {F} ^{n})} can be viewed as a homogeneous space for the action of a classical…11 kB (2133 palabras) - 11:45 12 ene 2024
- closed complex manifolds. Due to his analytical techniques, the metrics are non-explicit even in the simplest cases. Such Riemannian manifolds are often…15 kB (1867 palabras) - 17:23 25 mar 2024
- Projective variety (redirección desde Complex projective varieties)that the geometry of projective complex analytic spaces (or manifolds) is equivalent to the geometry of projective complex varieties. For example, the theory…45 kB (7530 palabras) - 18:38 11 dic 2022
- symplectic form. The study of symplectic manifolds is called symplectic geometry or symplectic topology. Symplectic manifolds arise naturally in abstract formulations…23 kB (3630 palabras) - 10:43 12 feb 2024
- Nilmanifold (redirección desde Nil manifold)differentiable manifold which has a transitive nilpotent group of diffeomorphisms acting on it. As such, a nilmanifold is an example of a homogeneous space and…11 kB (1538 palabras) - 08:36 10 mar 2024
- point. Complex manifolds that can be holomorphic embedded into C n {\displaystyle \mathbb {C} ^{n}} are called Stein manifolds. Also Stein manifolds satisfy…123 kB (17 591 palabras) - 06:37 16 may 2024
- complex geometry where they play an essential role in the definition of almost complex manifolds, by contrast to complex manifolds. The term "complex…17 kB (2918 palabras) - 00:39 20 may 2024
- a complex, homogeneous, non-Kähler manifold, homeomorphic to a product of two odd-dimensional spheres of dimension ≥ 3. The Calabi–Eckmann manifold is…2 kB (423 palabras) - 12:04 8 nov 2023
- embedded CR manifolds, shows how to define these structures intrinsically, and then generalizes these to the abstract setting. Embedded CR manifolds are, first…36 kB (5615 palabras) - 16:11 17 feb 2024
- Hermitian symmetric space (categoría Complex manifolds)Riemannian symmetric space from real manifolds to complex manifolds. Every Hermitian symmetric space is a homogeneous space for its isometry group and has…52 kB (7418 palabras) - 20:57 10 ene 2024
- cannot. Complex projective space is a special case of a Grassmannian, and is a homogeneous space for various Lie groups. It is a Kähler manifold carrying…26 kB (3915 palabras) - 23:24 10 may 2024
- Grassmannian (redirección desde Grassman manifold)V} . When V {\displaystyle V} is a real or complex vector space, Grassmannians are compact smooth manifolds, of dimension k ( n − k ) {\displaystyle k(n-k)}…48 kB (8384 palabras) - 04:21 24 abr 2024
- hyperbolic complex space is a Hermitian manifold which is the equivalent of the real hyperbolic space in the context of complex manifolds. The complex hyperbolic…12 kB (2051 palabras) - 13:59 10 mar 2024
- This way the complex was extended to leave the complex exact at zero-form level using the subset operator. Smooth maps between manifolds induce chain…13 kB (2029 palabras) - 20:38 17 dic 2023
- {\displaystyle \varphi _{\ast }(v)=w} . Every connected isotropic manifold is homogeneous, i.e. for any p , q ∈ M {\displaystyle p,q\in M} there is an isometry…3 kB (523 palabras) - 17:16 2 sep 2022
- Hypercomplex manifolds as such were studied by Charles Boyer in 1988. He also proved that in real dimension 4, the only compact hypercomplex manifolds are the…7 kB (914 palabras) - 18:55 26 ene 2024
- higher-dimensional simplices. A pure or homogeneous simplicial k-complex K {\displaystyle {\mathcal {K}}} is a simplicial complex where every simplex of dimension…11 kB (1724 palabras) - 12:40 5 jun 2024