[1] J. Asadollahi, A. Bahlekeh and S. Salarian, On the hierarchy of cohomological dimensions of groups, J. Pure Appl. Algebra, 213 (2009) 1795–1803.
[2] J. Asadollahi, A. Bahlekeh, A. Hajizamani and Sh. Salarian, On certain homological invariants of groups, J. Algebra, 335 (2011) 18–35.
[3] M. Auslander, Anneaux de Gorenstein et torsion en algèbre commutative, Secrétariat mathématique, Paris, 1967, Séminaire dálgèbre commutative dirigé par Pierre Samuel, 1966/67. Texte rédigé, dáprès des exposés de Maurice Auslander, par Marquerite Mangeney, Christian Peskine et Lucien Szpiro, École Normale Supérieure de Jeunes Filles.
[4] A. Bahlekeh, (Strongly) Gorenstein flat modules over group rings, Bull. Aust. Math. Soc., 90 (2014) 57–64.
[5] A. Bahlekeh, F. Dembegioti and O. Talelli, Gorenstein dimension and proper actions, Bull. London. Math. Soc., 41 (2009) 859–871.
[6] D. Bennis, Rings over which the class of Gorenstein flat modules is closed under extensions, Commun. Algebra, 37 (2009) 855–868.
[7] D. Bennis, Weak Gorenstein global dimension, Int. Electron. J. Algebra, 8 (2010) 140–152.
[8] D. J. Benson, Representations and Cohomology I: Basic representation theory of finite groups and as-sociative algebras, Cambridge Studies in Advanced Mathematics 30, Cambridge University Press, 1991, reprinted in paperback, 1998.
[9] D. J. Benson and K. R. Goodearl, Periodic flat modules, and flat modules for finite groups, Pacific J. Math., 196 (2000) 45–66.
[10] D. Benson, S. B. Iyengar and H. Krause, Module categories for group algebras over commutative rings, J. K-Theory, 11 (2013) 297–329.
[11] R. Bieri, Homological dimension of discrete groups, Queen Mary College Mathematics Notes, Mathematics Department, Queen Mary College, 1977.
[12] R. Biswas, Benson’s cofibrants, Gorenstein projectives and a related conjecture, Proc. Edinburgh Math. Soc., 64(4) (2021) 779–799.
[13] R. Biswas, On some cohomological invariants for large families of infinite groups, New York J. Math., 27 (2021) 818–839.
[14] K. S. Brown, Cohomology of Groups, Graduate Texts in Mathematics 87, Springer, Berlin-Heidelberg-New York, 1982.
[15] L. G. Chouinard, Projectivity and relative projectivity over group rings, J. Pure Appl. Algebra, 7 (1976) 287–302.
[16] L. W. Christensen, S. Estrada and P. Thompson, Gorenstein weak global dimension is symmetric, Math. Nachr., 294 (2021) 2121–2128.
[17] I. G. Connell, On the group ring, Can. J. Math., 15 (1963) 650–685. [18] I. Emmanouil, On certain cohomological invariants of groups, Adv. Math., 225 (2010) 3446–3462.
[19] I. Emmanouil, On the finiteness of Gorenstein homological dimensions, J. Algebra, 372 (2012) 376–396.
[20] I. Emmanouil and O. Talelli, Finiteness criteria in Gorenstein homological algebra, Trans. Amer. Math. Soc., 366 (2014) 6429–6351.
[21] I. Emmanouil and O. Talell, Gorenstein dimension and group cohomology with group ring coefficients, J. London Math. Soc., 97 (2018) 306–324.
[22] I. Emmanouil and O. Talelli, On the Gorenstein cohomological dimension of group extensions, J. Algebra, 605 (2022) 403–428.
[23] E. E. Enochs and O. M. G. Jenda, Gorenstein injective and projective modules, Math. Z., 220 (1995) 611–633.
[24] E. E. Enochs, O. M. G. Jenda and B. Torrecillas, Gorenstein flat modules, Nanjing Daxue Xuebao Shuxue Bannian Kan, 10 (1993) 1–9.
[25] Z. Gao, On Gorenstein cotorsion dimension over GF -closed rings, Bulletin of the Korean Mathematical Society, 51 (2014) 173–187.
[26] D. G. Higman, Modules with a group of operators, Duke Math. J., 21 (1954) 369–376.
[27] H. Holm, Gorenstein homological dimensions, J. Pure Appl. Algebra, 189 (2004) 167–193.
[28] R. Lei and F. Meng, Notes on Gorenstein cotorsion modules, Mathematical Notes, 96 (2014) 716–731.
[29] J. J. Rotman, An introduction to homological algebra, Pure and Applied Mathematics, 85, Academic Press,
New York-London, 1979.
[30] J. Saroch and J. Sťovíček, Singular compactness and definability for Σ-cotorsion and Gorenstein modules,
Sel. Math., New Ser. 26 (2020).
[31] J. Stallings, On torsion-free groups with infinitely many ends, Ann. Math., 88 (1968) 312–334.
[32] R. G. Swan, Groups of cohomological dimension one, J. Algebra, 12 (1969) 585–601.
[33] O. Talelli, On the Gorenstein and cohomological dimension of groups, Proc. Amer. Math. Soc., 142 (2014) 1175–1180.