1210 



Discrete Groups of Finite and of Infinite Order 



1210 



Galoisian groups. Perott, J. Par. S. Mth. 



Bll. 21 (1893) 61-. 

 Generators of a symmetric group. Capelli, A . 



Q. Mt. 35 (1897) 354-. 

 Geometrical operations, certain. Fleuri, G. 



N. S. W. E. S. J. 26 (1892) 60-. 

 Group belonging to irreducible equations of 



prime degree. Sylow, L. [1867] Christiania 



F. 10 (1868) 105-. 



of discrete operations, definition. Dyck, W. 

 [1881-82] Mth. A. 20 (1882) 1- ; 22 (1883) 

 70-. 



modular equations. Gierster, J. Leip. 



Mth. Ps. B. 37 (1885) 291- ; Mth. A. 26 

 (1886) 309-. 



theory. Guccia, G. B. Palermo Cir. Mt. 

 Ed. 1 (1887) 388-. 



and algebraic equations. Foglini, G. 



Em. N. Line. Mm. 3 (1888) 3-; 7 (1891) 



175-. 

 . Bolza, 0. Am. J. Mth. 13 



(1891) 59-. 

 . Soderberg, J. T. Ups. S. Sc. 



N. Acta 15 (1895) No, 2, 38 pp. 

 , geometrical treatment. Paolis, E. de. 



Em. S. It. Mm. 7 (1890) No. 6, 164 pp. 



, investigations. Frobenius, G. Crelle 

 J. Mth. 101 (1887) 273-. 



and regular solids. Schoute, P. H. 

 N. Arch. Wisk. 20 (1893) 100-. 



of 360 collineations in plane. Fricke, E. 

 D. Nf. Vh. (1896) (Th. 2, Halfte 1) 5. 



Groups, Burnside's theory. Miller, G. A. 

 N. Y. Am. Mth. S. Bll. 5 (1899) 249-. 



which can be represented as multiply transi- 

 tive substitution groups. Miller, G. A. Mess. 

 Mth. 28 (1899) 104-. 



of class n - u, degree n, at least u - 1 times 

 transitive. Maillet, E. Par. 6c. Pol. J. 5 

 (1900) 47-. 



degree p and order p(p + l)ir, p being 



prime, ir a divisor of p-1. Sylow, L. 



Christiania Skr. (Mth. Nt. Kl.) (1897) No. 9, 



19pp. 

 , especially substitutions permutable with 



given one. Capelli, A. G. Mt. 14 (1876) 66-. 



formed of a finite number of linear substitu- 

 tions. Jordan, C. C. E. 83 (1876) 1035- ; 

 84 (1877) 1446-. 



of linear substitutions. Bianchi, L. Mth. 

 A. 42 (1893) 30-. 



with coefficients belonging to 

 imaginary quadratic corpora. Bianchi, L. 

 Mth. A. 40 (1892) 332-. 



complex coefficients, some 

 classes of. Bianchi, L. Mth. A. 43 (1893) 

 101-. 



integral complex coefficients 



with applications to theory of numbers. 

 Bianchi, L. Em. E. Ac. Line. Ed. 6 (1890) 

 (Sent. 1) 331- ; Mth. A. 38 (1891) 313-. 



, theory. Loewy, A. Mth. A. 53 



(1900) 225-. 



, list of systems. Dickson, L. E. NY Am 

 Mth. S. Bll. 5 (1899) 470-. 



of n dimensions. Frattini, G. Em. E. Ac. 

 Line. T. 8 (1884) 260-. 



Groups of numbers in algebraic corpora. 

 Weber, H. Mth. A. 48 (1897) 433-; 49 

 (1897) 83-; 50 (1898) 1-. 



whose order is a number without square 

 factors. Holder, O. Gott. Nr. (1895) 211-. 



power of prime, determination. 



Young, J. W. A. Am. J. Mth. 15 (1893) 

 124-. 



, theory. Bauer, M. 



Mth. Termt. fits. 18 (1900) 133-. 



of order p m q i . Jordan, C. Liouv. J. Mth. 

 4 (1898) 21-. 



p^q 2 , p and q being primes. Le Va- 



vasseur, E. P. C. E. 128 (1899) 1152-. 



16p, p being an odd prime. Le Va- 



vasseur, E. P. C. E. 129 (1899) 26-. 



P 3 q. Western, A. E. L. Mth. S. P. 



30 (1899) 209-. 



whose orders are products of three prime 

 factors. Cole, E. N., & Glover, J. W. Am. 

 J. Mth. 15 (1893) 191-. 



of orders p 3 , pq z , pqr, p*. Holder, 0. Mth. 

 A. 43 (1893) 301-. 



which r arbitrary points in space of n di- 

 mensions can represent. Schlegel, V. Arch. 

 Mth. Ps. 10 (1891) 283-. 



several times transitive, elementary proper- 

 ties. Cesaro, E. G. Mt. 22 (1884) 47-. 



and substitutions, new basis for theory. 

 Hoyer, P. Mth. A. 51 (1899) 445-. 



, theorem. Cayley, A. Mth. A. 13 (1878) 



561-. 

 , theorems. Kirkman, T. P. Manch. Ph. 



S. P. 2 (1860-62) 73-. 

 , theory. Burnside, W. Mess. Mth. 23 



(1894) 50-; 24 (1895) 191-. 

 Holoedric transformation into itself of a given 



group. Moore, E. H. [1895] N. Y. Am. 



Mth. S. Bll. 1 (1895) 61-; 2 (1896) 33-. 



and transitive isomorphs of symmetric or 

 alternant groups. Maillet, E. Liouv. J. 

 Mth. 1 (1895) 5-. 



Holomorph of the cyclical group, and some 

 subgroups. Miller, G. A. QJ. Mth. 31 

 (1900) 382-. 



Homogeneous substitution groups, theory. 

 Molien, T. Dorpat Sb. 11 (1896) 259-. 



Hyperabelian groups, special class. Bourget, H. 

 Toul. Fac. Sc. A. 12 (1898) D, 90 pp. 



Hyperelliptic curves of class 3, allowing auto- 

 morphic transformation. Wiman, A. [1895] 

 Stockh. Ak. Hndl. Bh. 21 (Afd. 1) (1896) 

 No. 1, 23 pp. 



Hypergeometric functions with the branch 

 points (2, 3, 7), (2, 4, 7), arithmetical theory. 

 Fricke, E. Mth. A. 41 (1893) 443-. 



Hypoabelian group, first, generalised. Dick- 

 son, L. E. QJ. Mth. 30 (1899) 1-. 



groups. Dickson, L. E. N. Y. Am. Mth. 

 S. Bll. 4 (1898) 495-. 



Icosahedral group, construction. Bagnera, G. 

 Palermo Cir. Mt. Ed. 11 (1897) 87-. 



substitutions, the sixty. Cayley, A. QJ. 

 Mth. 27 (1895) 236-. 



Imprimitive and soluble groups. Soderberg, 

 J. T. Ups. S. Sc. N. Acta 20 (1904) No. 1, 

 26pp. 



