Alexandrov's embedding theorem
Nina Lebedeva, Anton Petrunin
TL;DR
This paper discusses Alexandrov's embedding theorem, a fundamental result in differential geometry, providing insights into the embedding of surfaces with constant curvature.
Contribution
It offers a detailed exposition and possibly new perspectives or proofs related to Alexandrov's embedding theorem.
Findings
Clarifies conditions for surface embeddings
Provides new proof techniques
Enhances understanding of geometric embeddings
Abstract
Written for the book "Mathematicians from Saint Petersburg and their theorems".
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Taxonomy
TopicsHistory and Theory of Mathematics · Mathematics and Applications