The following pages link to A spectral gap theorem in SU\((d)\) (Q713954):
Displaying 47 items.
- Random walks in the group of Euclidean isometries and self-similar measures (Q288388) (← links)
- Weak containment rigidity for distal actions (Q317316) (← links)
- A spectral gap theorem in simple Lie groups (Q328670) (← links)
- Random walks and approximate integration on compact homogeneous spaces (Q405406) (← links)
- Random walks in Euclidean space (Q482912) (← links)
- Orbit equivalence and Borel reducibility rigidity for profinite actions with spectral gap (Q502148) (← links)
- Local random quantum circuits are approximate polynomial-designs (Q506483) (← links)
- How smooth is quantum complexity? (Q825857) (← links)
- Hausdorff dimension and subgroups of \(\mathrm{SU}(2)\) (Q891159) (← links)
- Universality of single-qudit gates (Q1683949) (← links)
- Rigidity of warped cones and coarse geometry of expanders (Q1731574) (← links)
- Super-expanders and warped cones (Q2027748) (← links)
- Sum-product for real Lie groups (Q2031692) (← links)
- Kleinian Schottky groups, Patterson-Sullivan measures, and Fourier decay (Q2037844) (← links)
- Discretized sum-product and Fourier decay in \(\mathbb{R}^n\) (Q2046150) (← links)
- Generating an equidistributed net on a sphere using random rotations (Q2066311) (← links)
- The exact convergence rate in the ergodic theorem of Lubotzky-Phillips-Sarnak and a universal lower bound on discrepancies (Q2077236) (← links)
- Locally random groups (Q2083511) (← links)
- Product set growth in Burnside groups (Q2117999) (← links)
- On the distribution of random words in a compact Lie group (Q2199896) (← links)
- Sum-product phenomena: \(\mathfrak{P}\)-adic case (Q2227140) (← links)
- Kazhdan projections, random walks and ergodic theorems (Q2272900) (← links)
- Discretized sum-product estimates in matrix algebras (Q2299604) (← links)
- Compact actions whose orbit equivalence relations are not profinite (Q2324587) (← links)
- A product theorem in simple Lie groups (Q2355784) (← links)
- Local spectral gap in simple Lie groups and applications (Q2356910) (← links)
- Fourier dimension and spectral gaps for hyperbolic surfaces (Q2400823) (← links)
- Mixing properties of stochastic quantum Hamiltonians (Q2406100) (← links)
- Berry-Esseen smoothing inequality for the Wasserstein metric on compact Lie groups (Q2657398) (← links)
- Efficient unitary designs with a system-size independent number of non-Clifford gates (Q2684868) (← links)
- Moderate deviations and local limit theorems for the coefficients of random walks on the general linear group (Q2689893) (← links)
- Working session: Thin groups and super-approximation. Abstracts from the working session held October 10--15, 2021 (hybrid meeting) (Q2693047) (← links)
- Theoreme de Ney-Spitzer sur le Dual de SU(2) (Q4310782) (← links)
- Amenability versus non‐exactness of dense subgroups of a compact group (Q4973671) (← links)
- Spectral gap property and strong ergodicity for groups of affine transformations of solenoids (Q5107670) (← links)
- On Random Walks in Large Compact Lie Groups (Q5278286) (← links)
- Warped cones and spectral gaps (Q5298203) (← links)
- On the spectrum of DW Hamiltonian of quantum SU(2) gauge field (Q5359033) (← links)
- Convolution in perfect Lie groups (Q5360391) (← links)
- Calculable lower bounds on the efficiency of universal sets of quantum gates (Q5880295) (← links)
- Arithmetic and dynamics on varieties of Markoff type (Q6119685) (← links)
- Empirical measures and random walks on compact spaces in the quadratic Wasserstein metric (Q6147698) (← links)
- Approximate unitary \(t\)-designs by short random quantum circuits using nearest-neighbor and long-range gates (Q6165434) (← links)
- Random quantum circuits transform local noise into global white noise (Q6202916) (← links)
- On the discretised \(ABC\) sum-product problem (Q6582243) (← links)
- Fourier transform and expanding maps on Cantor sets (Q6582301) (← links)
- Spectral hole in simple groups (Q6618782) (← links)
