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Congruence spectra and geometric reconstruction of $\boldsymbol{T}$-algebras
We develop a geometric theory of congruence spectra for semirings. We define the congruence spectrum for a semiring as the set of prime congruences on it, equip it with the Zariski topology, and construct a structure sheaf. For a class of semirings including $\boldsymbol{B}$-algebras, we establish q
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