Финитная аппроксимируемость

Allenby, R.B.J.T.; Kim, Goansu; Tang, C.Y. Residual finiteness of outer automorphism groups of certain pinched 1-relator groups.
    J. Algebra 246, No.2, 849-858 (2001). [ISSN 0021-8693]

[A] Hewitt, P.R. Extensions of residually finite groups.
    J. Algebra 163, No.3, 757-772 (1994).

[A] Маканин, А.Г. О финитной аппроксимируемости уравнений в конечно порожденных нильпотентных группах.
    Вести МГУ. Сер.1. No.1, 48–51 (1992).

Mamuchishvili, A.I. On residual finiteness of wreath products.
    Tr. Gruz. Politekh. Inst. Im. V. I. Lenina 1(222), 75-78 (1980).

Baumslag, Benjamin; Gupta, Narain; Levin, Frank Residual finiteness of cyclic extensions of certain free products.
    Bull. Austral. Math. Soc. 19, 197-203 (1978).

[A] Menal, P. Algunos grupes lineales residualmente finitos. (Некоторые линейные финитно аппроксимируемые группы).
    Actos 4 jornatas mat. faso-es P. Jaea 21. Zaragoza, 1977, 497–498. (Исп.).

Baumslag, Gilbert Finitely generated cyclic extensions of free groups are residually finite.
    Bull. Austral. Math. Soc. 5, No.1, 87–94 (1971).

[A] Ольшанский, А.Ю. Многообразия финитно аппроксимируемых групп.
    Известия АН СССР. Сер. Математика. 33, No.4, 915–927 (1969).

[A] Gregorac, R.J. Residual finiteness of permutational products.
    J. Austral. Math. Soc. 10, No.3–4, 423–428 (1969).

Хопфовость и конечные гомоморфные образы

[A] Deo, S.; Sankaran, P.; Varadarajan, K. Some finiteness properties of groups and their automorphism groups.
    Algebra Colloq. 7, No.4, 411-424 (2000). [ISSN 1005-3867; ISSN 0219-1733]

Аппроксимируемость относительно сопряженности

Wilson, J.S.; Zalesskii, P.A. Conjugacy separability of certain torsion groups.
    Arch. Math. 68, No.6, 441-449 (1997). [ISSN 0003-889X]

[A] Fine, Benjamin; Rosenberger, Gerhard Conjugacy separability of Fuchsian groups and related questions.
    Combinatorial group theory, Proc. AMS Spec. Sess., College Park, MD, USA 1988, Contemp. Math. 109, 11-18 (1990).

[A] Kolmakov, Yu.A. Residual finiteness with respect to conjugacy of some factor-groups of a free product.
    Mat. Sb., Nov. Ser. 132(174), No.1, 64-72 (1987).

[A] Goryaga, A.V. Example of a finite extension of an FAC-group not being an FAC-group.
    Sib. Mat. Zh. 27, No.3(157), 203-205 (1986).

[A] Shakhova, N.G. Finite approximability of some groups with respect to conjugacy.
    Abelevy Gruppy Moduli 4, 159-168 (1986).

Kilsch, Dieter Conjugacy separability and separable orbits.
    J. Pure Appl. Algebra 30, 167-179 (1983).

Stebe, Peter F. Conjugacy separability of groups of integer matrices.
    Proc. Amer. Math. Soc. 32, No.1, 1–7 (1972).

Отделимость конечно порожденных подгрупп

[A] Dasbach, Oliver T.; Mangum, Brian S. The automorphism group of a free group is not subgroup separable.
    Gilman, Jane (ed.) et al., Knots, braids, and mapping class groups - papers dedicated to Joan S. Birman. Proceedings of a conference in low dimensional topology in honor of Joan S. Birman's 70th birthday, New York, NY, USA, March 14-15, 1998. Providence, RI: American Mathematical Society (AMS). AMS/IP Stud. Adv. Math. 24, 23-27 (2001). [ISBN 0-8218-2966-1/pbk; ISSN 1089-3288]

[A] Hamilton, Emily Abelian subgroup separability of Haken 3-manifolds and closed hyperbolic n-orbifolds.
    Proc. Lond. Math. Soc., III. Ser. 83, No.3, 626-646 (2001).

[A] Allman, Elizabeth S.; Hamilton, Emily Abelian subgroups of finitely generated Kleinian groups are separable.
    Bull. Lond. Math. Soc. 31, No.2, 163-172 (1999). [ISSN 0024-6093]

Gitik, Rita Doubles of groups and hyperbolic LERF 3-manifolds.
    Ann. Math. (2) 150, No.3, 775-806 (1999). [ISSN 0003-486X]

Отделимость двойных смежных классов и произведений

Gitik, Rita On the profinite topology on negatively curved groups.
    J. Algebra 219, No.1, 80-86, Art. No.jabr.1998.7847 (1999). [ISSN 0021-8693]

Нильпотентная аппроксимируемость

[A] Lichtman, A.I. The residual nilpotence of verbal wreath products.
    Isr. J. Math. 103, 319-347 (1998). [ISSN 0021-2172]

[A] Wong, P.C.; Tang, C.K. Free products of residually p-finite groups with commuting subgroups.
    Bull. Malays. Math. Soc., II. Ser. 19, No.1, 25-28 (1996). [ISSN 0126-6705]

[A] Gromadski, G. A remark on the approximability of non-Euclidean crystallographic groups by nilpotent groups.
    Vestn. Leningr. Univ., Math. 20, No.4, 46-48 (1987); translation from Vestn. Leningr. Univ., Ser. I 1987, No.4, 90-91 (1987).

[A] Macbeath, A.M. Residual nilpotency of Fuchsian groups.
    Ill. J. Math. 28, 299-311 (1984).

Kolmakov, Yu.A. Nilpotent approximability of certain factor-groups of a free group.
    Mosc. Univ. Math. Bull. 36, No.2, 58-62 (1981).

Kolmakov, Yu.A. On the residual nilpotency of some factor groups of a free group.
    Vestn. Mosk. Univ., Ser. I 1981, No.2, 47-51 (1981).

Мощные группы

[A] Wong, P.C. The potency of certain free-by-cyclic groups.
    Bull. Malays. Math. Soc., II. Ser. 9, 51-53 (1986).