A splitting into the double cover of SL$$(3,\mathbb {R})$$

The Fourier coefficients of a metaplectic Eisenstein distribution on the double cover of SL(3) over Q

“…Now we will describe a formula for s, which by abuse of terminology will also be called the splitting, in terms of Plücker coordinates. These results are proved in [9].…”

“…In this paper we use the results established in [9] to compute all of the Fourier coefficients of a minimal parabolic Eisenstein series on the double cover of SL(3) over Q, as opposed to a number field containing Q(i). We will now describe some of the notable features of this work.…”

“…Subsection 2.7 introduces the Banks-Levy-Sepanski 2cocycle [1] and collects some computations involving this 2-cocycle. Subsection 2.8 reviews some results from [9] about an arithmetic splitting function s.…”