Kählerian Information Geometry for Signal Processing by Jaehyung Choi, Andrew P. Mullhaupt

Subjects: “…Kähler manifold…”
Get full text

Optimal Inequalities for Hemi-Slant Riemannian Submersions by Mehmet Akif Akyol, Ramazan Demir, Nergiz Önen Poyraz, Gabriel-Eduard Vîlcu

Subjects: Get full text

On Bochner Flat Kähler B-Manifolds by Cornelia-Livia Bejan, Galia Nakova, Adara M. Blaga

Subjects: Get full text

Quarter-Symmetric Metric Connection on a Cosymplectic Manifold by Miroslav D. Maksimović, Milan Lj. Zlatanović

Subjects: Get full text

Weak Nearly Sasakian and Weak Nearly Cosymplectic Manifolds by Vladimir Rovenski

Subjects: Get full text

Properties of Critical Points of the Dinew-Popovici Energy Functional by Soheil Erfan

Subjects: Get full text

A Generalized Bochner Technique and Its Application to the Study of Conformal Mappings by Vladimir Rovenski, Sergey Stepanov, Irina Tsyganok

Subjects: Get full text

V-Quasi-Bi-Slant Riemannian Maps by Sushil Kumar, Mohd Bilal, Rajendra Prasad, Abdul Haseeb, Zhizhi Chen

Subjects: Get full text

Reduction of Homogeneous Pseudo-Kähler Structures by One-Dimensional Fibers by José Luis Carmona Jiménez, Marco Castrillón López

Subjects: Get full text

$L^2$ extension theorem for jets with variable denominators by Rao, Sheng, Zhang, Runze

Subjects: Get full text

Characterizations of Pointwise Hemi-Slant Warped Product Submanifolds in <inline-formula><math display="inline"><semantics><mrow><mi mathvariant="bold-script">LCK</mi></mrow></sema... by Fatimah Alghamdi

Subjects: Get full text

Sobolev Estimates for the <inline-formula><math display="inline"><semantics><mover accent="true"><mo>∂</mo><mo>¯</mo></mover></semantics></math></inline-formula> and the <inline-fo... by Haroun Doud Soliman Adam, Khalid Ibrahim Adam Ahmed, Sayed Saber, Marin Marin

Subjects: Get full text

On a k-th Gauduchon almost Hermitian manifold by Kawamura Masaya

“…We characterize the k-th Gauduchon condition and by applying its characterization, we reprove that a compact k-th Gauduchon, semi-Kähler manifold becomes quasi-Kähler, which tells us that in particular, a compact almost pluriclosed, semi-Kähler manifold is quasi-Kähler.…”
Get full text

MODULI SPACE OF CALABI-YAU MANIFOLDS by Candelas, P, Delaossa, X

“…It is also shown that each of these spaces is itself a Kähler manifold and is moreover a Kähler manifold of restricted type. …”

Hyperkähler and quaternionic Kähler geometry by Swann, A

“…</p> <p>HyperKähler metrics are constructed on the fundamental quaternionic line bundle (with the zero-section removed) of a quaternionic Kähler manifold (indefinite if the scalar curvature is negative). …”

On the generalization of Inoue manifolds by Andrei Pajitnov, Endo Hisaaki

“…To each matrix M in SL(2n+1,ℤ) we associate a complex non-Kähler manifold TM of complex dimension n+1. This manifold fibers over S1 with the fiber T2n+1 and monodromy MT. …”
Get full text

Polystable bundles and representations of their automorphisms by Buchdahl Nicholas, Schumacher Georg

“…Using a quasi-linear version of Hodge theory, holomorphic vector bundles in a neighbourhood of a given polystable bundle on a compact Kähler manifold are shown to be (poly)stable if and only if their corresponding classes are (poly)stable in the sense of geometric invariant theory with respect to the linear action of the automorphism group of the bundle on its space of in˝nitesimal deformations.…”
Get full text

RC-positive metrics on rationally connected manifolds by Xiaokui Yang

“…In this paper, we prove that if a compact Kähler manifold X has a smooth Hermitian metric $\omega $ such that $(T_X,\omega )$ is uniformly RC-positive, then X is projective and rationally connected. …”
Get full text

M-theory compactification, fluxes, and AdS(4) by Lukas, A, Saffin, P

“…We find explicit local solutions with singlet flux and the space being a warped product of a circle, a nearly Kähler manifold and AdS4. The embedding of solutions into heterotic M-theory is also discussed. © 2005 The American Physical Society.…”

Kobayashi—Hitchin correspondence for twisted vector bundles by Perego Arvid

“…We prove the Kobayashi—Hitchin correspondence and the approximate Kobayashi—Hitchin correspondence for twisted holomorphic vector bundles on compact Kähler manifolds. More precisely, if X is a compact manifold and g is a Gauduchon metric on X, a twisted holomorphic vector bundle on X is g−polystable if and only if it is g−Hermite-Einstein, and if X is a compact Kähler manifold and g is a Kähler metric on X, then a twisted holomorphic vector bundle on X is g−semistable if and only if it is approximate g−Hermite-Einstein.…”
Get full text