Formal Embeddings between $\mathcal{BSD}$-Models
Valentin Burcea
TL;DR
This paper investigates the classification of formal holomorphic embeddings between open parts of Shilov boundaries of bounded symmetric domains of the first type, focusing on their structural properties.
Contribution
It provides a classification framework for formal embeddings between specific geometric structures in complex analysis, expanding understanding of boundary mappings in symmetric domains.
Findings
Established conditions for formal embeddings between Shilov boundaries.
Identified structural constraints unique to first type bounded symmetric domains.
Contributed to the theory of holomorphic boundary mappings.
Abstract
It is studied the Classification Problem for Formal (Holomorphic) Embeddings between (open pieces of) Shilov Boundaries of Bounded Symmetric Domains of First Type.
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Taxonomy
TopicsHolomorphic and Operator Theory · Algebraic and Geometric Analysis · Advanced Algebra and Geometry