activity
20242026
collaborators

7 papers

math.RT2026

The fundamental theorems of invariant theory for linearly oligomorphic groups

Alessandro Danelon, Andrew Snowden

In recent work, Harman and the second author introduced some new infinite dimensional algebraic groups that generalize the classical groups. In this paper, we establish versions of…

math.AG2026

The singular locus of a GL-variety

Christopher Heng Chiu, Alessandro Danelon, Andrew Snowden

A -variety is a (typically) infinite dimensional variety equipped with an action of the infinite general linear group. In recent work of the first two authors with…

math.RT2026

Topological noetherianity for powers of algebraic representations

Alessandro Danelon

Powers of a polynomial -representation are topologically Noetherian under the action of . We extend this result to p…

math.CO2025

Balanced player arrangement in rotating court games

Alessandro Danelon

Consider a game involving a team with players, of which wear shirts marked with a letter , while the others with a letter , and such that only people play, while…

math.RT2025

A remark on automorphisms of tensor spaces

Alessandro Danelon, Andrew Snowden

A tensor space is a vector space equipped with a finite collection of multi-linear forms. In recent years, a rich theory of infinite dimensional tensor spaces has emerged. In this…

math.AG2025

Singular loci in varieties of tensors

Christopher Chiu, Alessandro Danelon, Jan Draisma

A Vec-variety is a suitable functor from finite-dimensional vector spaces to finite-dimensional varieties. Most varieties in the geometry of tensors, e.g. the variety of d-way tens…