Pages that link to "Item:Q982493"

The following pages link to The higher fixed point theorem for foliations. I: Holonomy invariant currents (Q982493):

Displaying 9 items.

• The localized longitudinal index theorem for Lie groupoids and the Van Est map (Q481685) (← links)
• A Lefschetz theorem for foliated manifolds (Q919358) (← links)
• Nombre de Lefschetz basique pour un feuilletage riemannien. (Basic Lefschetz number for a Riemannian foliation) (Q1209819) (← links)
• A longitudinal Lefschetz theorem in \(K\)-theory (Q1372607) (← links)
• The index of \(G\)-transversally elliptic families. II (Q2032781) (← links)
• The index of leafwise \(G\)-transversally elliptic operators on foliations (Q2662758) (← links)
• A higher Lefschetz formula for flat bundles (Q3151277) (← links)
• Microlocal Study of Lefschetz Fixed-Point Formulas for Higher-Dimensional Fixed Point Sets (Q3550235) (← links)
• The higher fixed point theorem for foliations: applications to rigidity and integrality (Q6628884) (← links)