Projects
Reading
People
Chat
SU\G
(𝔸)
/K·U
Projects
Reading
People
Chat
Sign Up
Light
Dark
System
Submanifolds of dimension n-1 in εn with normals satisfying a Lipschitz condition
Kenneth R. Lucas
Type:
Book
Publication Date:
1957-01-01
Citations:
11
Share
Similar Works
Action
Title
Year
Authors
+
Submanifolds with geodesic normal sections
1984
Bang‐Yen Chen
Paul Verheyen
+
Submanifolds of High Dimension
2008
+
Submanifolds with flat normal bundle
1987
Chuu-Lian Terng
+
Isotropic submanifolds with pointwise planar normal sections
1986
Chorng-shi Houh
Guoqiang Wang
+
Submanifolds of restricted type
1993
Ban -yen Chen
Franki Dillen
Leopold Verstraelen
Luc Vrancken
+
PDF
Chat
On submanifolds with planar normal sections.
1985
Hong Yi
+
PDF
Chat
Upper bounds on the dimension of extendibility of submanifolds in $C\sp{n}$
1969
Stephen J. Greenfield
+
Geometric properties of normal submanifolds
2020
Josué Meléndez
Mario Alfredo Hernández
+
Upper Bounds on the Dimension of Extendibility of Submanifolds in C n
1969
Stephen J. Greenfield
+
Submanifolds with pointwise planar normal sections in a sphere
2001
Shijie Li
+
Submanifolds with Constant Mean Curvature
1974
Shing-Tung Yau
+
Submanifolds with constant mean curvature
1983
Irwen Valle Guadalupe
+
Submanifolds with flat normal bundle in spaces of constant curvature
1995
László Verhóczki
+
A Characterization of the Differentiable Submanifolds of R n
1966
Sam B. Nadler
+
Mainfolds with small excess and bounded curvature
1993
Peter Petersen
Zhongmin Shen
Shunhui Zhu
+
Bäcklund's Theorem for n-Dimensional Submanifolds of R 2n - 1
1980
Keti Tenenblat
Chuu-Lian Terng
+
A Bernstein-type theorem for $\xi$-submanifolds with flat normal bundle in the Euclidean spaces
2019
Xu-yong JİANG
He-jun SUN
Peibiao Zhao
+
Geometry of Submanifolds and Applications
2024
Bang‐Yen Chen
Majid Ali Choudhary
Mohammad Nazrul Islam Khan
+
Submanifolds with constant Moebius curvature and flat normal bundle
2024
M. S. R. Antas
Ruy Tojeiro
+
Low Dimensional Isotropic Submanifolds
2002
Jintang Li
Works That Cite This (11)
Action
Title
Year
Authors
+
Uniform ball property and existence of optimal shapes for a wide class of geometric functionals
2015
Jérémy Dalphin
+
PDF
Chat
Closed extensions of the Laplace operator determined by a general class of boundary conditions
1962
William G. Bade
Robert S. Freeman
+
A geometric approach to second-order differentiability of convex functions
2023
Daniel Azagra
Anthony Cappello
Piotr Hajłasz
+
On hypersurfaces of positive reach, alternating Steiner formulæ and Hadwiger's Problem
2013
Sebastian Scholtes
+
PDF
Chat
Uniform ball property and existence of optimal shapes for a wide class of geometric functionals
2018
Jérémy Dalphin
+
PDF
Chat
None
2023
Daniel Azagra
Anthony Cappello
Piotr HajÅasz
+
Discrete knot energies
2017
Sebastian Scholtes
+
Ordinary differential equations determined by contracting vector fields
1963
John V. Ryff
+
Prescribing tangent hyperplanes to $C^{1,1}$ and $C^{1,\omega}$ convex hypersurfaces in Hilbert and superreflexive Banach spaces
2019
Daniel Azagra
Carlos Mudarra
+
An area estimate for slices of strictly convex hypersurfaces
1984
Rita Saerens
Works Cited by This (0)
Action
Title
Year
Authors