Characterization of the universal isometry group of q-map spaces
Let N‾≅H×L\overline{N}\cong \mathcal{H}\times LN≅H×L be the q-map space, with gL(p)g_{L}(p)gL(p) the left-invariant metric on the fiber Lp≅LL_p\cong LLp≅L parametrized by p∈Hp\in\mathcal{H}p∈H. Let GGG be th…