1230 Continuous Groups of Finite and of Infinite Order 1230 



Canonical form, reduction of group of trans- 

 formations to. Lie, S. Leip. Mth. Ps. B. 

 41 (1889) 277-. 



Complex numbers and groups of transforma- 

 tions. Study, E. Leip. Mth. Ps. B. 41 

 (1889) 177. 



, systems of, and transformation groups. 



Study, E. Mh. Mth. Ps. 1 (1890) 283-. 



Conformal representation; Poincare's theory; 

 substitution groups. Brun, F. de. Stockh. 

 Ofv. (1890) 135- ; Fschr. Mth. (1890) 410. 



Contact transformations, finite groups contained 

 in the group of linear. Autonne, L. C. E. 

 102 (1886) 313-. 



, irreducible groups. Lie, S. Leip. Mth. 



Ps. B. 41 (1889) 320-. 



, theory. Lie, M. S. Arch. Mth. Ntvd. 



1 (1876) 194-. 



Continuity of infinitesimal transformation 

 groups. Slocum, S. E. Am. Ac. P. 36 

 (1901) 83-. 



Continuous binary linearoid groups, and corre- 



rnding differential equations. Wilczynski, 

 J. Am. J. Mth. 22 (1900) 191-. 



and discontinuous groups, correspondence 

 between. Bettazzi, R. A. Mt. 16 (1888-89) 

 49-. 



group of Darboux rotations. Souslow, G. 

 D. Nf. Vh. (1895) (Th. 2, Hfilfte 1) 12-. 



defined by any given group of finite 

 order. Burnside, W. L. Mth. S. P. 29 



(1898) 207-, 546-. 

 of Jc 



lonquieres' transformations in a plane. 

 Enriques, F. Em. E. Ac. Line. Ed. 2 (1893) 

 (Sem. 1) 532-. 



in three dimensions. Bianchi, L. Em. 



S. It. Mm. 11 (1898) 267-. 



of transformations with 28 parameters in 

 theory of deformation of surfaces. Staeckel, 

 P. C. E, 121 (1895) 396-. 



groups. Lie, S. Christiania F. (1884) 

 No. 8, 4 pp., No. 9, 4 pp. ; (1885) No. 15, 

 4 pp. 



. Poincare, H. C. E. 128 (1899) 1065- ; 



Camb. Ph. S. T. 18 (1900) 220-. 



, application to singular points of differen- 

 tial equations. Marotte, F. C. E. 123 (1896) 

 867-. 



, theory of functions. Lie, S. C. E. 



114 (1892) 334-. 



, . Painleve, P. C. E. 



118 (1894) 845-. 



and differential equations with fixed 

 critical points. Painleve, P. C. E. 130 

 (1900) 1171-. 



, Lie's, application. Autonne, L. C. E. 



112 (1891) 570-. 

 , theory. Lovett, E. 0. [1897] N. Y. 



Am. Mth. S. Bll. 4 (1898) 59-. 

 , . Slocum, S. E. Am. Ac. P. 35 



(1900) 237-, 481-. 

 , . Eettger, E. W. Am. J. Mth. 22 



(1900) 60-. 

 , , application. Drach, . C. E. 



116 (1893) 1041-. 

 , problems in theory. Bouton, C. L. A. 



Mth. 1 (1900) 93-. 



Continuous groups of projective transforma- 

 tions. Newton, H. B. [1895-96] Kan. Un. 

 Q. 4 (1896) 71-, 169-, 243-; 5 (1896) 

 81. 



quadratic transformations of the 

 plane. Bohlmann, G. Gott. Nr. (1896) 



in space of n dimensions, determination. 



Medolaghi, P. Em. E. Ac. Line. Ed. 8 

 (1899) (Sem. 1) 291-. 



, theorem in. Koch, H. von. Stockh. 

 Ofv. (1894) 311-. 



, theory. Campbell, J. E. N. Y. Am. 



Mth. S. Bll. 4 (1898) 407-. 



imprimitive groups of point transformations. 

 Fano, G. Em. E. Ac. Line. Ed. 7 (1898) 

 (Sem. 1) 302- . 



Cremona cubic group, finite groups. Autonne, 

 L. C. E. 101 (1885) 53-; 105 (1887) 267-. 



group with any number of variables, com- 

 plete groups contained in a. Del Re, A. 

 Em. E. Ac. Line. Ed. 6 (1890) (Sem. 2) 

 271-. 



, finite groups in. I. Quadratic groups. 



II. Cubic groups. Autonne, L. Liouv. J. 

 Mth. 1 (1885) 431- ; 2 (1886) 49-. 



quadratic group, finite groups in. Autonne, 

 L. C. E. 98 (1884) 565-; Liouv. J. Mth. 4 

 (1888) 177-, 407-. 



, irreducible groups of finite order in. 



Autonne, L. C. E. 103 (1886) 1176-. 

 groups. Autonne, L. C. E. 104 (1887) 



1422-. 



transformations, continuous groups of. 

 Noether, M. D. Nf. Vh. (1896) (Th. 2, 

 Halfte 1) 11-. 



, . Fano, G. Mh. Mth. Ps. 9 



in plane, continuous groups of. 

 Enriques, F. Em. E. Ac. Line. Ed. 2 

 (1893) (Sem. 1) 468-. 



, , and certain projective 



transformation groups. Fano, G. Palermo 

 Cir. Mt. Ed. 10 (1896) 16-. 



of space, continuous primitive groups of. 



Fano, G. Tor. Ac. So. At. 33 (1897) 284- or 



480-. 

 Differential equations admitting finite groups. 



Lie, S. Mth. A. 25 (1885) 71-. 

 a group of transformations. Lie, S. 



Arch. Mth. Ntvd. 9 (1884) 431-. 



infinitesimal transformations. 

 Paczmvski, J. Prace Mt.-Fiz. 7 (1896) 

 178-. 



, algebraic and group theory. Loewy, A. 



Mh. Mth. Ps. 8 (1897) 225-. 



which possess fundamental integrals. 

 Lie, S. Leip. Mth. Ps. B. 45 (1893) 

 341-. 



invariants of equation of 2nd order. 

 Tresse, A. Leip. Jablon. Preisschr. 32 

 (1896) 87 pp. 



Dynamical problems, whose solutions admit of 



infinitesimal transformation. Stackel, P. 



Leip. Mth. Ps. B. 45 (1893) 331-. 

 Dynamics, differential equations of, application 



of Lie's transformation guoups. Stackel, P. 



Leip. Mth. Ps. B. 49 (1897) 411-. 



73 



