8040 Groups of Points 



Surface z 2 =f(xy), double planes with pW = l. 



Enriques, F. Bm. B. Ac. Line. Bd. 7 



(1898) (Sem. 1) 234-, 253-. 

 Surfaces admitting doubly infinite system of 



plane reducible sections. Castelnuovo, G. 



Em. E. Ac. Line. Bd. 3 (1894) (Sem. 1) 22-. 



and algebraic groups, theory. Picard, E. 

 C. E. 120 (1895) 658-. 



containing curves of certain genus. Castel- 

 nuovo, G., <& Enriques, F. C. B. 131 (1900) 

 739-. 



with double circular generation, determina- 

 tion. Cosserat, E. C. B. 130 (1900) 311-. 



on which families of conies lie. Wetter, A. 

 Zur. Vjschr. 29 (1884) 223-. 



, genus 0. Tognoli, 0. G. Mt. 11 (1873) 



180-. 

 , . Castelnuovo, G. Em. S. It. Mm. 



10 (1896) 103-. 



, , special configurations on. Brunei, 



G. [1899] Bordeaux S. Sc. PV. (1899- 



1900) 2-. 

 , p = 0, representation on plane. Arme- 



nante, A. [1869] A. Mt. 4 (1870-71) 50-. 

 , linear genus pW = 2. Enriques, F. Em. B. 



Ac. Line. Ed. 6 (1897) (Sem. 1) 139-. 

 , p<U = 3. Enriques, F. Em. B. Ac. 



Line. Bd. 6 (1897) (Sem. 1) 169-. 



with plane sections elliptic curves. Castel- 

 nuovo, G. Em. E. Ac. Line. Ed. 3 (1894) 

 (Sem. 1) 59-. 



hyperelliptic curves. Castelnuovo, 



G. Palermo Cir. Mt. Ed. 4 (1890) 73-. 

 rational. Picard, E. Par. S. 



Phlm. Bll. 2 (1878) 127- ; Crelle J. Mth. 100 



(1887) 71-. 

 . Guccia, G. B. Palermo Cir. 



Mt. Ed. 1 (1887) 165-. 

 points corresponding, fundamental points 



of 2. Zeuttien, H. G. C. E. 70 (1870) 742-. 

 , properties. Zeuthen, H. G. Mth. 



A. 4 (1871) 21-. 



rational generators, class. Humbert, 

 G. C. B. 116 (1893) 1350-. 



, representation on plane. Clebsch, E. F. A. 



Gott. Nr. (1870) 253-. 

 , 2nd degree, curves on. Halphen, G. H. 



[1872] (x) Par. S. Mth. Bll. 1 (1873) 19-. 

 , , . Schoute, P. H. As. Fr. C. 



B. (1879) 180-. 



, , , application of binarv forms. 



Laguerre, E. [1872] (x) Par. S. Mth. Bll. 1 



(1873) 31-. 

 , , , hyperboloidal coordinates. 



Cayley, A. Ph. Mg. 22 (1861) 35-. 

 , 3rd degree. Clebsch, E. F. A. [1865-69] 



Crelle J. 65 (1866) 359-; Mth. A. 1 (1869) 



, , curves on. Sturm, E. Mth. A. 21 



(1883) 457-. 

 , 3rd and 4th degrees, Steiner's surface. 



Kttpper, K. Prag Ab. 2 (1888) No. 10, 



11 PP. 



Tacnodal points. Korteweg, D. J. Wien Ak. 



Sb. 98 (1890) (Ab. 2a) 1154-. 

 Transformation of figures in space, method. 



Vantcek, J. S. C. B. 94 (1882) 1463-, 1583-. 



Transcendental Functions 8050 



Transformation of figures in space, method. 



Vanecek, J. S., & Vanecek, M. N. C. B. 95 



(1882) 1049-, 1146- ; 96 (1883) 1714-, 1773-. 

 rational surfaces. Cayley, A. [1870] 



Mth. A. 3 (1871) 469-. 

 surfaces, automorphic. Picard, E. C. 



B. 103 (1886) 517-. 

 , , and a fundamental number in 



theory of surfaces. Picard, E. C. B. 103 



(1886) 549-. 

 , and a class of differential equations. 



Picard, E. C. E. 103 (1886) 635-. 

 Transformations, birational automorphic, sur- 

 faces with continuous group of. Castelnuovo, 



G., (& Enriques, F. C. E. 121 (1895) 242-. 

 , , . Painleve, P. C. E. 



121 (1895) 318-. 

 , , surfaces admitting double infinity. 



Picard, E. C. E. 103 (1886) 730-. 

 , bi-uniform, of surfaces. Painleve, P. C. 



E. 122 (1896) 874-. 

 , rational, of space, determined by general 



surface of 3rd degree. Loria, G. Tor. Ac. 



Sc. At. 26 (1891) 275-. 

 Uniform functions of 2 points, invariant by 



rational transformations. Appell, P. C. B. 



96 (1883) 1643-. 



8050 Application of transcendental 

 functions to algebraic curves. 

 (See also 4040, 4060, 7660.) 



Abelian functions and curves of any genus. 

 Buchheim, A. L. Mth. S. P. 13 (1882) 

 180-. 



, genus 3. Amstein, H. Laus. S. Vd. 

 Bll. 24 (1889) 99-. 



integrals and curves of 4th degree with 

 1 double point. Roberts, W. E. W. L. 

 Mth. S. P. 25 (1894) 151-. 



, genus p = 2, periods. K$pinski, S. 

 Prace Mt.-Fiz. 9 (1898) 139- ; Fschr. Mth. 



and plane curves. Lindemann, C. L. F. 



[1877] Crelle J. Mth. 84 (1878) 294-, 300-. 

 , 1st species, plane curves rectifiable by. 



Broden, T. Stockh. Ak. Hndl. Bh. 15 (Afd. 1) 



(1890) No. 5, 26 pp. 

 and uniform correspondences on elliptic 



curves. Patrassi, P. G. Mt. 34 (1896) 195-. 

 Abel's theorem, applications. Michel, C. C. 



E. 130 (1900) 885-. 

 , to conies. Leaute, H. C. B. 79 



(1874) 93-, 602- ; Toul. Ac. Sc. Mm. 8 



(1876) 139-. 

 , extension to skew curve. Poincare, H. 



C. B. 100 (1885) 40-. 

 Conchalic curves, trajectories and cissoids of 



4th degree. Huber, G. Mh. Mth. Ps. 6 



(1895) 157-. 

 Conies, porism of 2. Gundelfinger, S. Crelle 



J. Mth. 83 (1877) 171-. 

 Curves whose corresponding Abelian functions 



are of class p = 2. Clebsch, E. F. A. [1868] 



Mth. A. 1 (1869) 170-. 



568 



