Almost-equal Kronecker blocks conjecture for semi-direct sums of sl(n)\operatorname{sl}(n)sl(n)
Let g=sl(n)⋉(Cn)k\mathfrak{g} = \operatorname{sl}(n) \ltimes \left(\mathbb{C}^n\right)^kg=sl(n)⋉(Cn)k be the semi-direct sum given by the standard representation, with k<nk<nk<n and … Assume 1<r<k−11<r<k-11<r<k−1. Almost…