The holonomy group Hol(g) of a Riemannian manifold (M, g) determines the geometrical structures on M compatible with g. Preface Riemannian holonomy groups is an area of Riemannian geometry, in the field of differential geometry.
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Terry Lawson: Topology: A geometric approach 10. Shmuel Kantorovitz: Introduction to modern analysis 9. Salamon (eds): Invitations to geometry and topology 8. Qing Liu: Algebraic geometry and arithmetic curves 7. Wulf Rossmann: Lie groups: An introduction through linear groups 6. Ward: Integrable systems: twistors, loop groups, and Riemann surfaces 5. Reinhold Meise and Dietmar Vogt: Introduction to functional analysis 3. Keith Hannabuss: An introduction to quantum theory 2.
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