Beschreibung: Differential Geometry

Differential Geometry

1. Verfasser:	Mihai, Ion , [VerfasserIn]
Umfang/Format:	1 online resource (166 pages).
Schlagworte:	statistical structure constant ratio submanifolds Euclidean submanifold framed helices Sasakian statistical manifold L2-harmonic forms Hodge-Laplacian complete connection concircular vector field cylindrical hypersurface k-th generalized Tanaka-Webster connection Casorati curvature symplectic curves generalized 1-type Gauss map rectifying submanifold manifold with singularity ruled surface Minkowski plane compact complex surfaces conjugate connection T-submanifolds L2-Stokes theorem inextensible flow shape operator generalized normalized ?-Casorati curvature Sasakian manifold centrodes circular helices non-flat complex space form invariant Frenet frame Darboux frame trans-Sasakian 3-manifold singular points symplectic curvatures Kähler-Einstein metrics conjugate symmetric statistical structure sectional ?-curvature circular rectifying curves developable surface capacity Ricci soliton Reeb flow symmetry Minkowskian pseudo-angle conical surface lie derivative position vector field pinching of the curvatures Hessian manifolds Minkowskian angle Hessian sectional curvature Minkowskian length lightlike surface affine sphere concurrent vector field slant affine hypersurface anti-invariant statistical manifolds Ricci operator C-Bochner tensor Ricci curvature real hypersurface scalar curvature framed rectifying curves
Online Zugang:	DOAB: download the publication DOAB: description of the publication

ISBN:	books978-3-03921-801-1 9783039218011 9783039218004
Zusätzliche Informationen:	English