2 problems

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Stability under adding a common first-row parameter to Newell–Littlewood coefficients
Stability conjecture. For an integer $a$ , there exists $Nboldsymbol{ u}=(a,boldsymbol{ u}0)$ , $boldsymbol{ u}'=(a,boldsymbol{ u}'0)$ , and $boldsymbol{ u}”=(a,boldsymbol{ u}”0)$ , wi…
Conjectureopennewell-littlewood-coefficients stability-phenomena symmetric-functionsarXiv posted 2 days ago
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Even and odd stretching conjectures for Newell–Littlewood coefficients
Even and odd stretching conjectures. If $| 0boldsymbol{ u}”|+| 0boldsymbol{ u}|+| 0boldsymbol{ u}'|$ is even, then the assertions E(i)–E(v) in the source hold: positivity and multi…
Conjectureopennewell-littlewood-coefficients representation-theory symmetric-functionsarXiv posted 2 days ago

Stability under adding a common first-row parameter to Newell–Littlewood coefficients