4 problems

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Algebraic-rank criterion and exterior-power description of plectic Heegner classes
Let $A$ be the abelian variety, $E$ the number field, $L_{\mathfrak c}$ the anticyclotomic extension, and let $\chi$ be a character. Let $r$ be the number of primes in…
Conjectureopenabelian-varieties algebraic-rank plectic-cohomologyarXiv posted 2 days ago
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Selmer criterion for plectic Heegner classes
Selmer criterion for plectic Heegner classes. If $\chi$ is primitive, then
Conjectureopenanalytic-rank plectic-cohomology selmer-groupsarXiv posted 2 days ago
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The plectic Siegel classes conjecture for Hilbert–Blumenthal surfaces
Plectic Siegel classes conjecture. There exist two distinct nontrivial plectic Siegel classes
Conjectureopeneuler-systems hilbert-modular-forms plectic-cohomologyarXiv posted 2 days ago
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The rank-two plectic factorization conjecture for algebraic p-adic L-functions
Rank-two plectic factorization conjecture. One has
Conjectureopeneuler-systems p-adic-l-functions plectic-cohomologyarXiv posted 2 days ago

Algebraic-rank criterion and exterior-power description of plectic Heegner classes