Nonvanishing of the Chida-Hsieh Heegner theta element implies one-dimensionality of the Bloch-Kato Selmer group for anticyclotomic twists of modular forms at inert primes.
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Diagonal cycles and anticyclotomic twists of modular forms at inert primes
Nonvanishing of the Chida-Hsieh Heegner theta element implies one-dimensionality of the Bloch-Kato Selmer group for anticyclotomic twists of modular forms at inert primes.