7660 



Skew Algebraic Curves. Degrees 3, 4 



7660 



48 coordinates. Spottiswoode, W. Phil. Trans. 



172 (1882) 375-. 

 correspondence with conic. Weyr, Em. Mil. 



I. Lomb. Ed. 4 (1871) 636-. 

 and developables, class. Lelieuvre, . C. B. 



117 (1893) 537-, 616-. 

 elimination problem. Pittarelli, G. G. Mt. 



17 (1879) 244-. 

 equiangular curve. Krilger, H. Z. Mth. Ps. 



38 (1893) 344-. 

 focal curve of skew parabola. Wirtinger, W. 



Wien Ak. Sb. 94 (1887) (Ab. 2) 302-. 



system. Servais, C. Brux. Mm. Cour. 8, 

 52 (1894-95) No. 2, 11 pp. 



generation, elements and characteristics. 



Sturm, B. Crelle J. Mth. 79 (1875) 99-; 



80 (1875) 128-, 334. 

 through 5 given points. Koenigs, G. N. A. 



Mth. 2 (1883) 301-. 



6 given points, graphic construction. 

 Poudra, N. G. N. A. Mth. 5 (1866) 313-. 



historical notes. Reye, T. Hamb. Mth. Gs. 



Mt. 2 (1890) (Festschr., Th. 2) 43-. 

 hyperboloidal projection. Cremona, L. (vn) 



A. Mt. 5 (1863) 227-. 

 inscribed tetrahedra. Gallucci, G. Nap. Bd. 



37 (1898) 207-. 

 involution on a curve, and resulting complex. 



Wetter, A. Z. Mth. Ps. 24 (1879) 159-. 

 metrical properties. Valeri, D. Mod. Ac. Sc. 



Mm. 8 (1892) 385-. 

 . Heinrichs, E. Z. Mth. Ps. 39 (1894) 



213-, 273-. 



. Sturm, R. Z. Mth. Ps. 40 (1895) 1-. 



. Mehmke, R. Z. Mth. Ps. 40 (1895) 



211-. 

 number of secants common to 2. Sturm, R. 



A. Mt. 3 (1869-70) 28-. 

 osculating plane. Tannery, J. Bll. Sc. Mth. 



As. 11 (1876) 183-. 

 at infinity, metrical properties. Loria, 



G. Nap. Bd. 24 (1885) 299-. 

 perspective relations to plane curves. Weyr, 



Em. Prag Sb. (1869) 22-. 

 plane and skew. Mangeot, S. Par. S. Mth. 



Bll. 21 (1893) 44-. 

 4, 5 and 6 point configurations. Guichard, C. 



Par. EC. Norm. A. 3 (1886) 259-. 

 with 2 points, tangents and osculating planes 



common, pencil. Stuyvaert, . N. A. Mth. 



19 (1900) 548-. 

 polar reciprocal of cubic curve. Zeeman, P. 



(Gz.) Fschr. Mth. (1900) 626. 

 projections into conies. Bioche, C. N. A. 



Mth. 17 (1898) 541-. 

 family of conies. Fabry, C. N. A. Mth. 



8 (1889) 56-. 

 properties. Chasles, M. Liouv. J. Mth. 2 



(1857) 397-. 



. Lee, T. B. L. Mth. S. P. 24 (1893) 352-. 

 . Cazamian, A. N. A. Mth. 14 (1895) 108-. 

 on quadric surfaces. Milller, Hub. Mth. A. 



1 (1869) 407-. 

 . Cayley, A. Mess. Mth. 14 (1885) 



129-. 

 surfaces and curves circumscribing polyhedra 



formed by osculating planes. Cremona, L. 



Mil. I. Lomb. Bd. 12 (1879) 347-. 



4 tangents. Voss, A. E. Mth. A. 13 (1878) 



168-. 

 theorem. Hurwitz, A. Mth. A. 20 (1882) 



135-. 



. Cantone, A. G. Mt. 25 (1887) 42-, 182. 

 of Chasles. Cayley, A. Liouv. J. Mth. 10 



(1845) 383-. 

 . Stuyvaert, . Mathesis 20 (1900) 



181. 

 theorems derived from involution. Cantone, A. 



Nap. Ed. 25 (1886) 181-. 

 touching tangent planes of skew cubic in 4, 5 



or 6 points. Kohn, G. Wien Ak. Sb. 105 



(1896) (Ab. 2a) 1035- ; Mth. A. 52 (1899) 



293-. 

 and 3rd class. Schroter, H. E. Crelle J. 56 



(1859) 27-. 

 (Schroter). Joachimsthal, F. Crelle 



J. 56 (1859) 44-. 

 . Cremona, L. Crelle J. 58 (1861) 



138-. 



Curves, 3rd and 4/t degrees. 



description. Chasles, M. C. B. 53 (1861) 



767-. 

 polarity in. Stuyvaert, . Brux. Ac. Bll. 



(1900) 87-. 

 theorems, new. Folie, F. Brux. Ac. Bll. 38 



(1874) 65-, 465-. 



Curves, th degree. 



elliptic. Chasles, M. C. E. 54 (1862) 317-, 



418-. 

 . Laguerre, E. (x) Par. S. Phlm. Bll. 5 



(1868) 65-. 

 . Schroeter, H. E. Crelle J. Mth. 93 (1882) 



132-. 

 . Spottiswoode, W. [1882] L. Mth. S. P. 



14 (1882-83) 15-. 

 . Milinowski, . Crelle J. Mth. 97 (1884) 



277-. 

 . Gegenbauer, L. Wien Ak. Sb. 93 (1886) 



(Ab. 2) 790-. 

 , application of elliptic functions. Mathews, 



G. B. L. Mth. S. P. 19 (1889) 507-. 

 f . Loria, G. Bm. B. Ac. Line. 



Ed. 6 (1890) (Sem. 2) 179-. 

 _, . Vdlyi, G. Mth. Termt. Ets. 



10 (1892) 244-; Mth. Nt. B. Ung. 10 (1893) 



181-. 

 _, . Kluyver, J. C. Am. J. Mth. 



19 (1897) 319-. 

 , Chasles' s generation method. Laguerre, . 



Liouv. J. Mth. 15 (1870) 193-. 

 , configurations on. Ameseder, A. Wien 



Ak. Sb. 87 (1883) (Ab. 2) 1179-. 

 , coordinates of tangent line. Roberts, W. 



, with cusp. Weyr 

 (Ab. 2) 400-, 



B. W. L. Mth. S. P. 12 (1880-81) 143-. 

 . Weyr, E. J. Wien Ak. Sb. 71 



(1875) (Ab. 2) 400-. 

 , double point. Weyr, E. J. Wien Ak. 



Sb. 75 (1877) (Ab. 2) 168-. 

 , , principal polygons. Brambilla, A. 



Nap. Ac. At. 9 (1899) No. 10, 33 pp. 

 , double points in projection. Zeuthen, H. G. 



Ts. Mth. 2 (1884) 60-; Fschr. Mth. (1884) 



520. 



549 



