  The theoretical description of non-Fermi liquids is among the most
challenging questions in strongly correlated quantum matter. While there are
many experimental candidates for such phases, few examples can be studied using
controlled theoretical approaches. Here we introduce a novel conceptual
perspective to analytically describe the non-Fermi liquid physics of gapless
spin liquids arising in a family of two- and three-dimensional Kagome models.
We first discuss a symmetry-protection mechanism that is responsible for the
stability of the gapless phase. We then re-cast the two-dimensional Kagome spin
model as a chiral Kondo lattice model that can be tackled analytically using
what is in a sense a generalization of coupled-wire constructions. We provide
extensive numerical evidence for a gapless spin liquid in the two-dimensional
Kagome model and discuss generalizations to three dimensions.
