Finitely additive measures on $S^2$ and $S^3$, invariant with respect to rotations
V. G. Drinfeld

This publication is cited in the following articles:

1. Alexander Gamburd, Analysis at Large, 2022, 59  
2. Rémi Boutonnet, Adrian Ioana, “Local Spectral Gap in the Group of Euclidean Isometries”, International Mathematics Research Notices, 2020:2 (2020), 466  
3. SIMON BAKER, JONATHAN M. FRASER, ANDRÁS MÁTHÉ, “Inhomogeneous self-similar sets with overlaps”, Ergod. Th. Dynam. Sys., 39:1 (2019), 1  
4. Yves Benoist, Jean-François Quint, “On the regularity of stationary measures”, Isr. J. Math., 226:1 (2018), 1  
5. Jan Mycielski, Grzegorz Tomkowicz, “Shadows of the axiom of choice in the universe $L(\mathbb {R})$ L ( R )”, Arch. Math. Logic, 57:5-6 (2018), 607  
6. Rémi Boutonnet, Adrian Ioana, Alireza Salehi Golsefidy, “Local spectral gap in simple Lie groups and applications”, Invent. math., 208:3 (2017), 715  
7. Joel H. Shapiro, Universitext, A Fixed-Point Farrago, 2016, 121  
8. Fouche W.L., “Martin-Lof Randomness, Invariant Measures and Countable Homogeneous Structures”, Theor. Comput. Syst., 52:1 (2013), 65–79    
9. Jean Bourgain, Alex Gamburd, “On the spectral gap for finitely-generated subgroups of SU(2)”, Invent. math., 171:1 (2007), 83  
10. J. Alaminos, J. Extremera, A.R. Villena, “Applications of Kazhdan's property (T) to automatic continuity”, Journal of Mathematical Analysis and Applications, 307:1 (2005), 167  
11. Hee Oh, “The Ruziewicz problem and distributing points on homogeneous spaces of a compact Lie group”, Isr. J. Math., 149:1 (2005), 301  
12. Gamburd A., “Expander graphs, random matrices and quantum chaos”, Random Walks and Geometry, 2004, 109–140  
13. Armando R Villena, “Invariant functionals and the uniqueness of invariant norms”, Journal of Functional Analysis, 215:2 (2004), 366  
14. J. Extremera, J.F. Mena, A.R. Villena, “Uniqueness of norm on Lp(G) and C(G) when G is a compact group”, Journal of Functional Analysis, 197:1 (2003), 212  
15. H. Rindler, “Unitary representations and compact groups”, Arch. Math, 58:5 (1992), 492  
16. Jaroslaw Krawczyk, “A remark on continuity of translation invariant functionals onL p (G) for compact Lie groupG”, Monatshefte f�r Mathematik, 109:1 (1990), 63  
17. Rodney Nillsen, “Group actions and direct sum decompositions of 𝐿^{𝑝} spaces”, Proc. Amer. Math. Soc., 106:4 (1989), 975  
18. Jaros?aw Krawczyk, “Continuity of operators commuting with translations for compact groups”, Monatshefte f�r Mathematik, 107:2 (1989), 125  
19. G. A. Willis, “Continuity of translation invariant linear functionals onC 0(G) for certain locally compact groupsG”, Monatshefte f�r Mathematik, 105:2 (1988), 161