5 citations · 6 across the 7 of their papers we have counts for
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Yun's zeta function and the overorder zeta function for Gorenstein cubic orders
Taiwang Deng, Malors Espinosa
For every Gorenstein cubic -order, we prove an identity equating Yun's zeta function, defined by counting finite-index submodules of the trace dual, with the explicit ov…
Impacted Buildings for GL(2)
Malors Espinosa, Zander Karaganis
In this paper we define a generating function for buildings of type (i.e. trees) that are enhanced with a certain filtration structure. We prove that this generat…
The Multiplicative Formula of Langlands for Orbital Integrals in GL(2)
Malors Espinosa
Langlands has introduced a formula for a specific product of orbital integrals in $\mbox{GL}(2, \mathbb{Q})$. Altuğ employs this formula to manipulate the regular elliptic part of…
Zeta Functions of Certain Quadratic Orders
Malors Espinosa
Langlands provides a formula for certain product of orbital integrals in . Its generalization has become an important question for the strategy of Beyond Endosco…