[1] Banach, S.: Sur la problème de la mesure. Fundamenta math. 4 (1923), 7-33.
[3] Day, M. M.:
Semigroups and amenability. (Semigroups, Proc. Sympos. Detroit, Michigan, 1968), pp. 5-53, Academic Press, New York (1969).
MR 0265502 |
Zbl 0191.01801
[4] Donnelly, J.:
An amenable ascending union of non-amenable semigroups. Int. J. Algebra Comput. 17 (2007), 179-185.
MR 2300412 |
Zbl 1126.20042
[5] Følner, E.:
On groups with full Banach mean value. Math. Scand. 3 (1955), 243-254.
MR 0079220
[6] Frey, A. H.:
Studies on Amenable Semigroups. PhD thesis, University of Washington (1960).
MR 2613109
[7] Grigorchuk, R. I.:
Growth and amenability of a semigroup and its group of quotients. Semigroup theory and its related fields, Proc. Int. Symp., Kyoto/Jap. (1990), 103-108.
MR 1099852 |
Zbl 0726.43002
[8] Grigorchuk, R. I.:
Invariant measures on homogeneous spaces. Ukr. Math. J. 31 (1980), 388-393.
MR 0552478 |
Zbl 0447.28010
[9] Grigorchuk, R. I., Stepin, A. M.:
On amenability of semigroups with cancellation. Mosc. Univ. Math. Bull. 53 (1998), 7-11.
MR 1708545 |
Zbl 1023.43001
[10] Hausdorff, F.: Grundzüge der Mengenlehre. Leipzig (1914).
[11] Hochster, M.:
Subsemigroups of amenable groups. Proc. Am. Math. Soc. 21 (1969), 363-364.
MR 0240223 |
Zbl 0174.30801
[12] Klawe, M.:
Semidirect product of semigroups in relation to amenability, cancellation properties, and strong Følner conditions. Pac. J. Math. 73 (1977), 91-106.
MR 0470609 |
Zbl 0385.43001
[13] Namioka, I.:
Følner's conditions for amenable semi-groups. Math. Scand. 15 (1964), 18-28.
MR 0180832 |
Zbl 0138.38001
[14] Neumann, J. Von: Zur allgemeinen Theorie des Masses. Fundamenta 13 (1929), 73-116.
[15] Olśhanskii, A. Yu.:
On the problem of the existence of an invariant mean on a group. Russ. Math. Surv. 35 (1980), 180-181.
MR 0586204
[16] Sorenson, J.:
Existence of Measures that are Invariant Under a Semigroup of Transformations. PhD thesis, Purdue University (1966).
MR 2616074