I have studied differential geometry, and am looking for basic introductory texts on Riemmanian geometry. My target is eventually Kaehler Kähler geometry, but certain topics like geodesics, curvature, connections and transport belong more firmly in Riemmanian geometry.

I am aware of earlier questions that ask for basic texts on differential geometry (or topology). However, these questions address mainly differential geometry. I'm more interested in Riemmanian geometry here.

I have studied differential geometry, and am looking for basic introductory texts on Riemmanian geometry. My target is eventually Khaler Kaehler geometry, but certain topics like geodesics, curvature, connections and transport belong more firmly in Riemmanian geometry.

I am aware of earlier questions that ask for basic texts on differential geometry (or topology). However, these questions address mainly differential geometry. I'm more interested in Riemmanian geometry here.

I have studied differential geometry, and am looking for basic introductory texts on Riemmanian geometry. My target is eventually Khaler geometry, but certain topics like geodesics, curvature, connections and transport belong more firmly in Riemmanian geometry.

I am aware of earlier questions that ask for basic texts on differential geometry (or topology). However, these questions address mainly differential geometry. I'm more interested in Riemmanian geometry here.