8030 Involutions 



higher. Le Paige, C. M. M. H. H. [1877] 



(xn) Brux. S. Sc. A. 2 (1878) (Ft. 1) 54- ; 



(Pt. 2) 25-. 

 , groups of points common to 2. Le Paige, 



C. Brux. Ac. Bll. 11 (1886) 121-. 

 , and invariants of binary forms. Le Paige, 



C. M. M. H. H. Brux. Ac. Bll. 44 (1877) 



231-. 

 , multiple points. Le Paige, C. M. M. H. H. 



Brux. Ac. Bll. 46 (1878) 247-. 

 , represented on common basis. Weyr, E. 



J. Liege S. Sc. Mm. 10 (1883) (A T o. 3) 



8 pp. 

 , on skew curves of genus 1. Weyr, E. 



Wien Ak. Sb. 100 (1891) (Ab. 2a) 589-. 

 and homographies, higher. Le Paige, C. G. 



Teix. J. Sc. 5 (*1883) 27-, 77-. 

 multiple. Vdlyi, G. Mth. Termt. Ets. 12 



(1894) 394- ; 13 (1895) 408- ; 14 (1896) 381- ; 



Mth. Nt. B. Ung. 13 (1897) 244-, 259-, 



343-. 

 multiply infinite, belonging to curve, linearity. 



Castelnuovo, G. Tor. Ac. Sc. At. 28 (1893) 



727- 

 with ordinary singularities. Guccia, G. B. 



Palermo Cir. Mt. Ed. 7 (1893) 49- ; 8 (1894) 



227-. 

 plane. Bertini, E. [1882] Mil. I. Lomb. Ed. 



16 (1883) 89-, 190-. 

 , new theorem. Berzolari, L. Palermo 



Cir. Mt. Ed. 3 (1889) 145-. 

 quadruple, on curves of 4th degree. Fries, J. 



de. Amst. Ak. Vs. M. 4 (1888) 307- ; Arch. 



Neerl. 23 (1889) 93-. 

 rational, number on curve of given genus. 



Castelnuovo, G. Em. E. Ac. Line. Ed. 5 



(1889) (Sem. 2) 130-. 

 on skew curves of 4th degree. Le Paige, C. 



C. E. 98 (1884) 353-. 

 surfaces. Weyr, E. J. Brux. Ac. Bll. 3 (1882) 



472-. 

 theory. Cayley, A. [1864] Camb. Ph. S. T. 



11 (1871) 21-. 



. Tognali, 0. G. Mt. 20 (1882) 270-. 

 . Berzolari, L. Nap. Ed. 30 (1891) 35-. 

 various orders, in systems of 1st species. 



Battaglini, G. Nap. Ac. At. 1 (1863) No. 12, 



14pp. 

 , 2nd species. Battaglini, G. 



Nap. Ed. 4 (1865) 226-. 

 3rd and 4th classes. Martinetti, V. A. Mt. 12 



(*1883-84) 73-. 



nth degree. Weyr, Em. G. Mt. 10 (1872) 165-. 

 and fcth rank. Weyr, E. J. Wien Ak. 



Sb. 79 (1879) (Ab. 2) 680-. 



, number of groups in. Lerch, 



M. Prag Sb. (1885) (Mth.-Nt.) 597-. 

 2nd rank. Weyr, E. J. Wien Ak. Sb. 83 



(1881) (Ab. 2) 349-. 



Involutory pairs in multiform configurations, 



number. Weyr, Em. [1871] Crelle J. 74 



(1872) 189-. 

 plane transformations. Martinetti, V. A. 



Mt. 13 (1885) 53-. 

 , double. Bertini, E. Mil. I. Lomb. 



Ed. 22 (1889) 771-. 



Principle of Correspondence 8030 



Involutory plane transformations, uniform. 

 Bertini, E. [1876] A. Mt. 8 (1877) 11-, 146, 



, . Caporali, E. Nap. Ed. 18 (1879) 



212-. 



, . Bertini, E. Mil. I. Lomb. Ed. 



13 (1880) 443-. 



, . Bobek, K. Wien Ak. Sb. 91 



(1885) (Ab. 2) 476-. 



, , application to determine involu- 

 tions of 5th class. Berzolari, L. A. Mt. 16 

 (1888-89) 191-, 335. 



relation arising from 2 curves. Fouret, G. 

 C. E. 96 (1883) 1213-. 



Moduli of class of algebraic equations. Brill, 

 A. Mth. A. 1 (1869) 401- ; 2 (1870) 471-. 



equations or curves of given genus, 

 number. Casorati, F., & Cremona, L. Mil. 

 I. Lomb. Ed. 2 (1869) 620-. 



Normal curves for p = 5, 6, 7. Noether, M. 

 Mth. A. 26 (1886) 143-. 



space and maximum genus for curves of with 

 degree. Amodeo, F. Nap. Ed. 37 (1898) 

 433. 



trigonal curves, plane. Amodeo, F. C. E. 

 130 (1900) 1744- ; 131 (1900) 400. 



Null system, significance for cubic involutions. 

 Weyr, E. J. [1881] Wien Ak. Sb. 84 (1882) 



(Ab. 2) 1264-. 



, 2i] " 



d degree. Ameseder, A. Wien Ak. 



Sb. 83 (1881) (Ab. 2) 385-. 

 , , Ameseder's, applications. Oppen- 



heimer, H. Arch. Mth. Ps. 13 (1895) 268-. 

 , , general. Ameseder, A. Crelle 



J. Mth. 97 (1884) 62-. 

 Polar curves. PlUcker, J. Crelle J. 12 (1834) 



105-. 



groups. Weyr, E. J. Wien Ak. Sb. 81 

 (1880) (Ab. 2) 841-. 



, geometric representation of theory. 

 Waelsch, E. [1883] Wien Ak. Sb. 88 (1884) 

 (Ab. 2) 418-. 



Polygonal curves. Amodeo, F. A. Mt. 21 

 (1893) 221- ; 24 (1896) 1- ; Nap. Ac. At. 9 

 (1899) No. 4, 21 pp.; Nap. Ed. 39 (1900) 



, nth degree, genus p. Kupper, C. Prag 



Sb. (1895) (Mth.-Nt.) No. 25, 16 pp.; (1896) 

 (Mth.-Nt.) No. 23, 9 pp. 



, , (21)- Kilpper, C. Mh. 



Mth. Ps. 8 (1897) 57-. 



and skew curves, relations between. Kilpper, 

 C. Prag Sb. (1896) (Mth.-Nt.) No. 4, 11 pp. 



PEINCIPLE OF COEEESPONDENCE. 



Chasles, M. C. E. 62 (1866) 579-. 



Cayley, A. [1867] Phil. Trans. 158 (1868) 



145-. 



Chasles, M. C. E. 72 (1871) 577-. 

 Zeuthen, H. G. Bll. Sc. Mth. As. 5 (1873) 



186-. 



Cayley, A. QJ. Mth. 15 (1878) 32-. 

 Burkhardt, H. C. E. 126 (1898) 1854-. 

 application. Vahlen, K. T. Crelle J. Mth. 



118 (1897) 251-. 





564 



