[5] Basarab A.S., Belioglo A.I.:
Universalno-avtomorfno-inversnye $\mathcal G$-lupy. Mat. Issled. 51 (1979), 3–7.
MR 0544326
[6] Belousov V.D.:
Osnovy teorii kvazigrupp i lup. Nauka, Moskva, 1967.
MR 0218483
[7] Belousov V.D.: Vzaimmobratnye kvazigruppy i lupy. Izvestiia Akademii nauk Moldavskoi SSR 1963, issue 11, 3–10.
[9] Evans T.:
On multiplicative systems defined by generators and relations, I. Normal form theorems. Proc. Cambridge Philos. Soc. 47 (1951), 637–649.
MR 0043764 |
Zbl 0043.02001
[10] Evans T.:
On multiplicative systems defined by generators and relations, II. Monogenic loops. Proc. Cambridge Philos. Soc. 49 (1953), 579–589.
MR 0057865 |
Zbl 0051.01102
[11] Gvaramija A.A.:
Ob odnom klasse lup. Moskov. Gos. Ped. Inst. Učen. Zap. No. 375 (1971), 25–34.
MR 0323936
[12] Greer M., Kinyon M.: Pseudoautomorphisms of Bruck loops and their generalizations. Comment. Math. Univ. Carolin. 53 (2012), no. 3, 383–389.
[13] Johnson K.W., Sharma B.L.:
A variety of loops. Ann. Soc. Sci. Bruxelles Sér. I 92 (1975), 25–41.
MR 0498926 |
Zbl 0381.20056
[14] Karkliňš B.B., Karkliň V.B.: Inversnyje lupy. Mat. Issled. 39 (1976), 87–101.
[15] Karkliňš B.B., Karkliň V.B.: Universalno-avtomorfno-inversnyje lupy. Mat. Issled. 39 (1976), 82–86.
[16] Keedwell A.D.:
Crossed-inverse quasigroups with long inverse cycles and applications to cryptography. Australas. J. Combin. 20 (1999), 241–250.
MR 1723878 |
Zbl 0935.20061
[17] Keedwell A.D., Shcherbacov V.A.:
On $m$-inverse loops and quasigroups with a long inverse cycle. Australas. J. Combin. 26 (2002), 99–119.
MR 1918146 |
Zbl 1020.20041
[20] Onoĭ V.I.:
Solution of a problem on inverse loops (Russian). General algebra and discrete geometry 161 (1980), 53–58.
MR 0647646
[24] Sade A.:
Paratopie et autoparatopie des quasigroupes. Ann. Soc. Sci. Bruxelles Sér. I 76 (1962), 88–96.
MR 0152600 |
Zbl 0105.01502
[25] Syrbu P.:
Loops with universal elasticity. Quasigroups Related Systems 1 (1994), 57–65.
MR 1327946 |
Zbl 0948.20047
[26] Syrbu P.:
On middle Bol loops. ROMAI J. 6 (2010), 229–236.
MR 2786138