-
1
-
-
67349213517
-
-
(in Russian); English translation in: E.M. Andreev, E.B. Vinberg, A.G. Elashvili, Orbits of greatest dimension in semisimple linear Lie groups
-
A{cyrillic}n{cyrillic}d{cyrillic}r{cyrillic}ye{cyrillic}ye{cyrillic}v{cy rillic} Ye{cyrillic}.M{cyrillic}., V{cyrillic}i{cyrillic}n{cyrillic}b{cyrillic}ye{cyrillic}r{cyrillic}g{cyr illic} E{cyrillic}.B{cyrillic}., and E{cyrillic}l{cyrillic}a{cyrillic}sh{cyrillic}v{cyrillic}i{cyrillic}l{cyr illic}i{cyrillic} A{cyrillic}.G{cyrillic}. O{cyrillic}r{cyrillic}b{cyrillic}i{cyrillic}t{cyrillic}y{cyrillic} n{cyrillic}a{cyrillic}i{cyrillic}b{cyrillic}o{cyrillic}l{cyrillic}{cyril lic small soft sign}sh{cyrillic}ye{cyrillic}i{cyrillic, short} r{cyrillic}a{cyrillic}z{cyrillic}m{cyrillic}ye{cyrillic}r{cyrillic}n{cyr illic}o{cyrillic}s{cyrillic}t{cyrillic}i{cyrillic} p{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}kh{cyrillic} l{cyrillic}i{cyrillic}n{cyrillic}ye{cyrillic}i{cyrillic, short}n{cyrillic}y{cyrillic}kh{cyrillic} g{cyrillic}r{cyrillic}u{cyrillic}p{cyrillic}p{cyrillic} L{cyrillic}i{cyrillic}. F{cyrillic}u{cyrillic}n{cyrillic}k{cyrillic}ts{cyrillic}. A{cyrillic}n{cyrillic}a{cyrillic}l{cyrillic}i{cyrillic}z{cyrillic} i{cyrillic} ye{cyrillic}g{cyrillic}o{cyrillic} P{cyrillic}r{cyrillic}i{cyrillic}l{cyrillic}o{cyrillic}zh{cyrillic}ye{cy rillic}n{cyrillic}. 1 4 (1967) 3-7 (in Russian); English translation in: E.M. Andreev, E.B. Vinberg, A.G. Elashvili, Orbits of greatest dimension in semisimple linear Lie groups
-
(1967)
, vol.1
, Issue.4
, pp. 3-7
-
-
Andryeyev, Ye.M.1
Vinbyerg, E.B.2
Elashvili, A.G.3
-
2
-
-
33646937695
-
-
A{cyrillic}n{cyrillic}d{cyrillic}r{cyrillic}ye{cyrillic}ye{cyrillic}v{cy rillic} Ye{cyrillic}.M{cyrillic}., V{cyrillic}i{cyrillic}n{cyrillic}b{cyrillic}ye{cyrillic}r{cyrillic}g{cyr illic} E{cyrillic}.B{cyrillic}., and E{cyrillic}l{cyrillic}a{cyrillic}sh{cyrillic}v{cyrillic}i{cyrillic}l{cyr illic}i{cyrillic} A{cyrillic}.G{cyrillic}. O{cyrillic}r{cyrillic}b{cyrillic}i{cyrillic}t{cyrillic}y{cyrillic} n{cyrillic}a{cyrillic}i{cyrillic}b{cyrillic}o{cyrillic}l{cyrillic}{cyril lic small soft sign}sh{cyrillic}ye{cyrillic}i{cyrillic, short} r{cyrillic}a{cyrillic}z{cyrillic}m{cyrillic}ye{cyrillic}r{cyrillic}n{cyr illic}o{cyrillic}s{cyrillic}t{cyrillic}i{cyrillic} p{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}kh{cyrillic} l{cyrillic}i{cyrillic}n{cyrillic}ye{cyrillic}i{cyrillic, short}n{cyrillic}y{cyrillic}kh{cyrillic} g{cyrillic}r{cyrillic}u{cyrillic}p{cyrillic}p{cyrillic} L{cyrillic}i{cyrillic}. Funct. Anal. Appl. 1 (1967) 257-261
-
(1967)
Funct. Anal. Appl.
, vol.1
, pp. 257-261
-
-
Andryeyev, Ye.M.1
Vinbyerg, E.B.2
Elashvili, A.G.3
-
3
-
-
0000211148
-
-
(in Russian); English translation in: E.B. Dynkin, Semisimple subalgebras of semisimple Lie algebras
-
D{cyrillic}y{cyrillic}n{cyrillic}k{cyrillic}i{cyrillic}n{cyrillic} Ye{cyrillic}.B{cyrillic}. P{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}ye{cyrillic} p{cyrillic}o{cyrillic}d{cyrillic}a{cyrillic}l{cyrillic}g{cyrillic}ye{cyr illic}b{cyrillic}r{cyrillic}y{cyrillic} p{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}kh{cyrillic} a{cyrillic}l{cyrillic}g{cyrillic}ye{cyrillic}b{cyrillic}r{cyrillic} L{cyrillic}i{cyrillic}. M{cyrillic}a{cyrillic}t{cyrillic}ye{cyrillic}m{cyrillic}. S{cyrillic}b{cyrillic}o{cyrillic}r{cyrillic}n{cyrillic}i{cyrillic}k{cyri llic} 30 2 (1952) 349-462 (in Russian); English translation in: E.B. Dynkin, Semisimple subalgebras of semisimple Lie algebras
-
(1952)
, vol.30
, Issue.2
, pp. 349-462
-
-
Dynkin, Ye.B.1
-
4
-
-
0000176592
-
-
D{cyrillic}y{cyrillic}n{cyrillic}k{cyrillic}i{cyrillic}n{cyrillic} Ye{cyrillic}.B{cyrillic}. P{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}ye{cyrillic} p{cyrillic}o{cyrillic}d{cyrillic}a{cyrillic}l{cyrillic}g{cyrillic}ye{cyr illic}b{cyrillic}r{cyrillic}y{cyrillic} p{cyrillic}o{cyrillic}l{cyrillic}u{cyrillic}p{cyrillic}r{cyrillic}o{cyri llic}s{cyrillic}t{cyrillic}y{cyrillic}kh{cyrillic} a{cyrillic}l{cyrillic}g{cyrillic}ye{cyrillic}b{cyrillic}r{cyrillic} L{cyrillic}i{cyrillic}. Amer. Math. Soc. Transl. Ser. 2 6 (1957) 111-244
-
(1957)
Amer. Math. Soc. Transl. Ser. 2
, vol.6
, pp. 111-244
-
-
Dynkin, Ye.B.1
-
6
-
-
0001318371
-
The principal three-dimensional subgroup and the Betti numbers of a complex simple Lie group polynomial rings
-
Kostant B. The principal three-dimensional subgroup and the Betti numbers of a complex simple Lie group polynomial rings. Amer. J. Math. 81 (1959) 973-1032
-
(1959)
Amer. J. Math.
, vol.81
, pp. 973-1032
-
-
Kostant, B.1
-
8
-
-
3042717652
-
Isotropy representations, eigenvalues of a Casimir element, and commutative Lie subalgebras
-
Panyushev D. Isotropy representations, eigenvalues of a Casimir element, and commutative Lie subalgebras. J. London Math. Soc. (2) 64 (2001) 61-80
-
(2001)
J. London Math. Soc. (2)
, vol.64
, pp. 61-80
-
-
Panyushev, D.1
|