We give a complete answer to the question: what are the restrictions on the parities of the Euler characteristics of multiple points of immersions $ M^{2k} \rightarrow R^{2k+1} $
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
Let f: M m › Rm+1 be an immersion of an orientable m-dimensional connected smooth manifold M without...
We study biminimal immersions: that is, immersions which are critical points of the bienergy for nor...
We study the Euler characteristic modulo 2 of the manifold immersed in the multiple point set of the...
A self-transverse immersion of a smooth manifold Mk+2 in R2k+2 has a double point self-intersection ...
We give a general method for expressing various characteristic numbers of the multiple-point manifol...
AbstractThe number of triple points of a smoothly immersed surface in general position in a three di...
It is well known that odd-dimensional manifolds have Euler characteristic zero. Furthermore, orienta...
The Kervaire invariant is a Z=2-invariant of framed manifolds of dimension n = 4k + 2. W. Browder pr...
Part I of this thesis concerns the question in which dimensions manifolds with higher orientability ...
The Euler equation and the Dehn-Sommerville equations are known to be the only (rational) linear con...
Part I of this thesis concerns the question in which dimensions manifolds with higher orientability ...
This thesis is a study of a number of problems in differential geometry and topology. Most of these ...
We show that generic rank conditions on the second fundamental form of an isometric immersion $f\col...
AbstractThe number of triple points of a smoothly immersed surface in general position in a three di...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
Let f: M m › Rm+1 be an immersion of an orientable m-dimensional connected smooth manifold M without...
We study biminimal immersions: that is, immersions which are critical points of the bienergy for nor...
We study the Euler characteristic modulo 2 of the manifold immersed in the multiple point set of the...
A self-transverse immersion of a smooth manifold Mk+2 in R2k+2 has a double point self-intersection ...
We give a general method for expressing various characteristic numbers of the multiple-point manifol...
AbstractThe number of triple points of a smoothly immersed surface in general position in a three di...
It is well known that odd-dimensional manifolds have Euler characteristic zero. Furthermore, orienta...
The Kervaire invariant is a Z=2-invariant of framed manifolds of dimension n = 4k + 2. W. Browder pr...
Part I of this thesis concerns the question in which dimensions manifolds with higher orientability ...
The Euler equation and the Dehn-Sommerville equations are known to be the only (rational) linear con...
Part I of this thesis concerns the question in which dimensions manifolds with higher orientability ...
This thesis is a study of a number of problems in differential geometry and topology. Most of these ...
We show that generic rank conditions on the second fundamental form of an isometric immersion $f\col...
AbstractThe number of triple points of a smoothly immersed surface in general position in a three di...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
Let f: M m › Rm+1 be an immersion of an orientable m-dimensional connected smooth manifold M without...
We study biminimal immersions: that is, immersions which are critical points of the bienergy for nor...
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