Abstract
We reformulate Hecke's open problem of 1923, regarding the
Fourier-analytic proof of higher reciprocity laws, as a theorem
about morphisms involving stratified topological spaces. We
achieve this by placing Kubota's formulations of
We reformulate Hecke's open problem of 1923, regarding the
Fourier-analytic proof of higher reciprocity laws, as a theorem
about morphisms involving stratified topological spaces. We
achieve this by placing Kubota's formulations of