Bertini-type theorems for formal functions in grassmannians
Jorge Caravantes
TL;DR
This paper extends Bertini-type theorems to formal functions in Grassmannians, generalizing previous results on inverse images of Schubert varieties, and provides new insights into their geometric properties.
Contribution
It introduces a generalization of Debarre's Bertini-type theorems to formal functions in Grassmannians, expanding the understanding of inverse images of Schubert varieties.
Findings
Generalized Bertini-type theorems for formal functions in Grassmannians
Extended results on inverse images of Schubert varieties
New geometric insights into formal functions in algebraic geometry
Abstract
The present note generalizes Debarre's Bertini-type results for in- verse images of Schubert varieties with the extension of formal func- tions.
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Taxonomy
TopicsMathematical Dynamics and Fractals · Advanced Combinatorial Mathematics · Algebraic Geometry and Number Theory