8450 



Applications of Calculus. Surfaces 



8450 



described by points of straight line and re- 

 ciprocal problem. Mannheim, A. As. Fr. 



C. E. 2 (1873) 98-. 

 developable. Poisson, S. D. [1825] Baum- 



gartner Z. 1 (1826) 110-. 

 . Beltrami,E. Yen. At. Aten. 5 (1868) 535-. 

 . Voss, A. E. Mth. A. 13 (1878) 232-. 

 . Prochdzka, F. Fschr. Mth. (1899) 492-. 

 , characteristic property. Mangoldt, H. von. 



Mth. A. 18 (1881) 604-. 

 , circumscribed to 2 conies. Regis, D. Tor. 



Ac. Sc. At. 11 (1875-76) 971-. 

 , given surfaces. Enneper, A. Gott. 



Nr. (1866) 321-; Z. Mth. Ps. 13 (1868) 322-; 



15 (1870) 283-. 

 _, 2 quadrics. Painvin, L. F. [1868- 



74] (xn) Lille S. Mm. 9 (1871) 97-; 11 



(1873) 81-; 13 (1874) 329-. 

 , . Saint- Germain, A. L. de, 



(xn) Caen Ac. Mm. (1883) 99-. 

 , of conical screw (envelope of tangents). 



Schiffner, F. Arch. Mth. Ps. 69 (1883) 444-. 

 , edge of regression. Combescure, E. Crelle 



J. 62 (1863) 174-. 

 , . Lebon, E. [1879] Par. S. Mth. 



Bll. 8 (1880) 27-. 

 , denned by tangential equations, 



determination. Painvin, L. C. B. 71 (1870) 



217- ; Liouv. J. Mth. 17 (1872) 177-. 

 , envelope of moving plane, curvature. 



Mannheim, A. C. E. 70 (1870) 1259-. 

 , formed by refraction of pencil of parallel 



rays by a given curve. Levy, L. Par. S. 



Mth. Bll. 11 (1883) 186-. 

 , formulae. Cayley, A. B. A. Ep. 41 (1871) 



(Sect.) 19-. 

 , generated by straight lines drawn through 



points of conic at 45 to its plane. Fiedler, W. 



Ziir. Vjschr. 29 (1884) 348-. 

 , isogonal trajectories of generators. Piron- 



dini, G. Crelle J. Mth. 118 (1897) 61-. 

 , properties. Pirondini, G. Liouv. J. Mth. 



3 (1897) 405-. 

 , theorem. Catalan, E. C. C. E. 17 (1843) 



738-. 

 , . Saltel, L. [1881] Bordeaux S. Sc. 



Mm. 4 (1882) 443-. 

 , theorems. Pirondini, G. A. Mt. 19 (1891- 



92) 247-. 

 , deduced by quaternions. Graefe, F. 



[1882] Arch. Mth. Ps. 69 (1883) 1-. 

 divided into equal parallelograms by their 



isogonal trajectories. Fibbi, C. Em. E. Ac. 



Line. Ed. 4 (1895) (Sem. 1) 413-. 

 of equal incidence. Lecornu, L. As. Fr. C. E. 



(1892) (Pt. 2) 172-. 

 inclination. Regis, D. Tor. At. Ac. Sc. 



6 (1870-71) 500-. 

 generated by line, equations of which contain 



arbitrary parameter. Tortolini, B. G. Arcad. 



57 (1832) 110-. 

 motions of curve, determination of all. 



Lie, M. S. Arch. Mth. Ntvd. 7 (1882) 155-. 

 normals. Cliasles, M. N. A. Mth. 18 



(1859) 192-. 



principal normals of skew curve. Curtis, 



A. H. Liouv. J. Mth. 1 (1856) 



(1856) 223-. 



with given properties, deduction of equation. 



Schlomilch, O. X. Z. Mth. Ps. 21 (1876) 75-. 

 having higher contact with surface along con- 

 tinuous line, characteristic. Bordoni, A. 



(vi Adds.) Opusc. Mt. Fis. 1 (1832) 22-. 

 infinitesimal geometry. Bukrejeiu, B. J. Fschr. 



Mth. (1900) 600. 

 with infinitesimal and linear transformations. 



Lie, M. S. Arch. Mth. Ntvd. 7 (1882) 179-. 

 intrinsic differential equations. Ricci, G. Yen. 



I. At. (1894-95) 445-. 

 isostatic. Weingarten, J. L. G. J. Crelle J. 



Mth. 90 (1881) 18-. 

 maximum and minimum inclinations to radii 



vectores. Exner, K. [1870] Wien Sb. 63 



(1871) (Ab. 2) 149-. 

 new system of coordinates for. Bonnet, 0. 



Liouv. J. Mth. 5 (1860) 153-. 

 normal, of developable along intersection with 



surface. Peschka, G. A. von. Wien Ak. Sb. 



83 (1881) (Ab. 2) 790-. 



to given surface. Colnet-d'Huart, . Lux. 

 S. Sc. Nt. 5 (1857-62) 69-. 



, along plane sections. Peschka, G. A. von. 



Wien Ak. Sb. 81 (1880) (Ab. 2) 1163-. 

 , of quadrics along plane sections. Peschka, 



G. A. von. Wien Ak. Sb. 85 (1882) (Ab. 2) 



381-. 

 , surface along intersection with another 



surface. Peschka, G. A. von. [1881] Wien 



Ak. Sb. 84 (1882) (Ab. 2) 30-. 

 , theory. Peschka, G. A. von. Wien Ak. 



Sb. 81 (1880) (Ab. 2) 1128-. 

 normals of which at point cut off spherical 



triangle of constant area. Aonst, (I'abbe) . 



C. E. 81 (1875) 963-. 



touch given surface. Braunmuhl, 

 A. von. Munch. Ak. Ab. 14 (1883) (^46. 3) 

 91-. 



of oblique revolution. Walton, W. QJ. Mth. 



6 (1863) 134-. 

 parabolic lines, and singular points of curves. 



Segre, C. Em. E. Ac. Line. Ed. 6 (1897) 



(Sem. 2) 168-. 

 parallel. Mannheim, A. L. Mth. S. P. 12 



(1880-81) 177-. 



. Craig, T. Crelle J. Mth. 94 (1883) 162-. 

 , of developables and skew curves. Roberts, 



S. (xi) L. Mth. S. P. 5 (1873-74) 90-. 

 , extension of concept. Enneper, A. Gott. 



Nr. (1870) 70-. 

 pedal. Bacaloglo, E. Grunert Arch. 35 (1860) 



41- ; Schlomilch Z. 5 (1860) 67-. 

 . Hirst, T. A. QJ. Mth. 3 (1860) 210-. 

 . Enneper, A. Schlomilch Z. 8 (1863) 53-. 

 with rational generating lines. Lelieuvre, . 



Par. EC. Norm. A. 12 (1895) 57-. 

 reciprocal, a particular kind. Bonnet, O. C. 



E. 42 (1856) 485-. 

 of revolution, construction of tangent to shadow. 



Mannheim, A. (x) Par. S. Phlm. Bll. 2 



(1865) 9-. 

 , quartic, geodesies of which are algebraic. 



Tannery, . Par. S. Phlm. Bll. 4 (1892) 85-. 

 , tangents of boundary of shadow, deter- 

 mination. Staudigl, R. Wien Sb. 68 (1873) 



(Ab. 2) 228-. 



620 



