Discontinuous groups.- Mumford curves via automorphic forms.- The geometry of mumford curves.- Totally split curves and universal coverings.- Analytic reductions of algebraic curves.- Jacobian varieties.- Automorphisms of mumford curves.- The curve of a discontinuous group and its Jacobian variety.- Examples: Groups of quaternions; Whittaker groups.- The group PSL(2, q[t]).
Discontinuous groups.- Mumford curves via automorphic forms.- The geometry of mumford curves.- Totally split curves and universal coverings.- Analytic reductions of algebraic curves.- Jacobian varieties.- Automorphisms of mumford curves.- The curve of a discontinuous group and its Jacobian variety.- Examples: Groups of quaternions; Whittaker groups.- The group PSL(2, q[t]).
Discontinuous groups.- Mumford curves via automorphic forms.- The geometry of mumford curves.- Totally split curves and universal coverings.- Analytic reductions of algebraic curves.- Jacobian varieties.- Automorphisms of mumford curves.- The curve of a discontinuous group and its Jacobian variety.- Examples: Groups of quaternions; Whittaker groups.- The group PSL(2, q[t]).
Discontinuous groups.- Mumford curves via automorphic forms.- The geometry of mumford curves.- Totally split curves and universal coverings.- Analytic reductions of algebraic curves.- Jacobian varieties.- Automorphisms of mumford curves.- The curve of a discontinuous group and its Jacobian variety.- Examples: Groups of quaternions; Whittaker groups.- The group PSL(2, q[t]).
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