The paper defines p-adic Shimura classes and derived Hecke operators and conjectures that their action on weight-one forms equals the p-adic logarithm of a Stark unit.
On triple product L -functions and a conjecture of H arris- V enkatesh
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Towards the $p$-adic derived Hecke algebra for weight one forms
The paper defines p-adic Shimura classes and derived Hecke operators and conjectures that their action on weight-one forms equals the p-adic logarithm of a Stark unit.