On the growth of L²-invariants for sequences of lattices in Lie groups

Keyphrases

• Betti numbers 100%
• Locally Symmetric Spaces 100%
• Lattices in Lie Groups 100%
• L2-invariants 100%
• Benjamini-Schramm Convergence 100%
• Spectral Invariants 66%
• Lie Group 33%
• Higher Rank 33%
• Asymptotic Behavior 33%
• Quantitative Versions 33%
• Torsion 33%
• Riemannian Manifold 33%
• Convergence Rate 33%
• Arithmetic Manifolds 33%
• Upper Bound Estimate 33%
• Universal Cover 33%
• Zimmer 33%
• Invariant Random Subgroups 33%
• Finite Graph 33%
• Bounded Degree 33%
• Unitary Representation 33%
• Kazhdan's Property T 33%
• Wallach 33%
• Simple Lie Groups 33%
• Limit multiplicities 33%
• Rigidity Theory 33%
• Plancherel Measure 33%
• Real Rank 33%
• Congruence Covers 33%
• Multiplicity Theorem 33%

Mathematics

• Lattices 100%
• Lie Group 100%
• Benjamini 100%
• Betti Number 100%
• Locally symmetric spaces 100%
• Spectral Invariant 66%
• Manifold 33%
• Rigidity 33%
• Riemannian Manifolds 33%
• Arithmetic 33%
• Finite Graph 33%
• Upper Estimate 33%
• Arbitrary Sequence 33%
• Asymptotic Behavior 33%
• Universal Cover 33%
• Main Result 33%