Translates Gomez-Gourevitch-Sahi criterion into Zelevinsky data for degenerate Whittaker vanishing and shows vanishing implies Prasad's pole inequalities but converse fails via counterexamples.
On the local and global exterior square \(L\) -functions of \(GL_n\)
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A degenerate Whittaker criterion for $\mathrm GL_{2n}$
Translates Gomez-Gourevitch-Sahi criterion into Zelevinsky data for degenerate Whittaker vanishing and shows vanishing implies Prasad's pole inequalities but converse fails via counterexamples.