Defines mixed modular symbols for SL2(Z) subgroups and constructs generalized cuspidal 1-motives from them, relating the Gamma0(p) case to de Shalit's p-adic periods of X0(p).
On the Mazur–Tate conjecture for prime conductor and Mazur’s Eisenstein ideal
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Mixed modular symbols and the generalized cuspidal 1-motive
Defines mixed modular symbols for SL2(Z) subgroups and constructs generalized cuspidal 1-motives from them, relating the Gamma0(p) case to de Shalit's p-adic periods of X0(p).