AbstractLet M and N be two smoothly immersed manifolds of codimension 2 in the Euclidean space R2n. We study the enumerative problem: find the number of the pairs (x,y)∈M×N of points so that Mx is parallel to Ny, where Mx⊂R2n is the tangent space to M at x
Abstract. We show that every smooth closed curve Γ immersed in Euclidean space R3 satisfies the shar...
We study affine immersions, as introduced by Nomizu and Pinkall, of $M^n$ into $\R^$. We call $M^n$ ...
AbstractA self-transverse immersion of a smooth manifold M8k in R16k−4 has a double point self-inter...
AbstractLet M and N be two smoothly immersed manifolds of codimension 2 in the Euclidean space R2n. ...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
A classical conjecture in differential topology is that an n-manifold immerses in R2n-α(n), where α(...
This thesis is a study of a number of problems in differential geometry and topology. Most of these ...
AbstractImmersions with parallel pluri-mean curvature into euclidean n-space generalize constant mea...
Abstract. Consider the standard symplectic (R2n, ω0), a point p ∈ R2n and an immersed closed orienta...
Knowledge about plane geometryLet A and C be the centers of two tangent circles. Draw a line from a ...
Knowledge about plane geometryLet A and C be the centers of two tangent circles. Draw a line from a ...
Let f: M m › Rm+1 be an immersion of an orientable m-dimensional connected smooth manifold M without...
AbstractLet f : Mn−1 → Nn be an immersion with normal crossings from a compact connected (n − 1)-man...
We give a complete answer to the question: what are the restrictions on the parities of the Euler ch...
In this article we study isometric immersions from Kahler manifolds whose $ left(1,1 right) $ part o...
Abstract. We show that every smooth closed curve Γ immersed in Euclidean space R3 satisfies the shar...
We study affine immersions, as introduced by Nomizu and Pinkall, of $M^n$ into $\R^$. We call $M^n$ ...
AbstractA self-transverse immersion of a smooth manifold M8k in R16k−4 has a double point self-inter...
AbstractLet M and N be two smoothly immersed manifolds of codimension 2 in the Euclidean space R2n. ...
An almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
A classical conjecture in differential topology is that an n-manifold immerses in R2n-α(n), where α(...
This thesis is a study of a number of problems in differential geometry and topology. Most of these ...
AbstractImmersions with parallel pluri-mean curvature into euclidean n-space generalize constant mea...
Abstract. Consider the standard symplectic (R2n, ω0), a point p ∈ R2n and an immersed closed orienta...
Knowledge about plane geometryLet A and C be the centers of two tangent circles. Draw a line from a ...
Knowledge about plane geometryLet A and C be the centers of two tangent circles. Draw a line from a ...
Let f: M m › Rm+1 be an immersion of an orientable m-dimensional connected smooth manifold M without...
AbstractLet f : Mn−1 → Nn be an immersion with normal crossings from a compact connected (n − 1)-man...
We give a complete answer to the question: what are the restrictions on the parities of the Euler ch...
In this article we study isometric immersions from Kahler manifolds whose $ left(1,1 right) $ part o...
Abstract. We show that every smooth closed curve Γ immersed in Euclidean space R3 satisfies the shar...
We study affine immersions, as introduced by Nomizu and Pinkall, of $M^n$ into $\R^$. We call $M^n$ ...
AbstractA self-transverse immersion of a smooth manifold M8k in R16k−4 has a double point self-inter...
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