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June 20, 2026Selecta MathematicaOpen Access

Equivariant classes of orbit closures in GL(2)-representations

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The aim is to compute equivariant fundamental classes of orbit closures in GL(2) representations.
Calculated equivariant fundamental classes for varied GL(2) representations.
Examined degrees of orbit closures linked to elliptic fibrations.
Analyzed self-maps of the projective line.
Identified distinct degrees for orbit closures corresponding to elliptic fibrations.
Determined characteristics of self-maps on the projective line.

Implication

Randomized trial computes equivariant classes in GL(2) representations, indicating applications for orbit closures.

Abstract

We compute equivariant fundamental classes of orbit closures in arbitrary GL(2) GL ( 2 ) -representations. As applications, we find degrees of the orbit closures corresponding to elliptic fibrations and self-maps of the projective line.

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Cite This Study

Anand Deopurkar (2026) studied this question.

synapsesocial.com/papers/6a3631fbdb0793dc1a538af4 https://doi.org/10.1007/s00029-026-01166-6

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Implication

Randomized trial computes equivariant classes in GL(2) representations, indicating applications for orbit closures.

Equivariant classes of orbit closures in GL(2)-representations

Key Points

Implication

Abstract

Discussion

Cite This Study

Equivariant classes of orbit closures in GL(2)-representations

Key Points

Implication

Abstract

Discussion

Cite This Study

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