8850 



Deformation of Surfaces 



8850 



of surfaces of revolution. Rayleigh, J. W. 



Strutt (Lord). [1881] L. Mth. S. P. 13 



(1881-82) 4-. 

 . Ocagne, M. d' . Par. S. Mth. Bll. 



21 (1893) 85-. 

 . Bianchi, L. Em. E. Ac. Line. 



Ed. 8 (1899) (Sem. 1) 141-. 



, case. Demoulin, A. Brux. Ac. 



Bll. 30 (1895) 61-. 



, and isometric networks. Picard, 



E. (xi) Par. S. Phlm. Bll. 4 (1867) 73-. 



translation. Adam, P. Par. S. 

 Mth. Bll. 23 (1895) 204-. 



Dilatations of elements of small portion of 



elastic membrane. Boussinesq, V. J. (xn) 



Lille S. Mm. 8 (1880) 381-. 

 Gauss's theorem, product of radii constant. 



Bertrand, J. Liouv. J. Mth. 13 (1848) 80-. 

 Invariants. Zorawski, K. Krk. Ak. (1ft.- 



Prz.) Bz. 3 (1891) 225-; Fschr. Mth. (1891) 



805- ; Krk. Ak. (Mt.-Prz.) Ez. 8 (1895) 1- ; 



Crc. Ac. Sc. Bll. (1895) 91-. 

 , and fundamental equations in theory of 



surfaces. Voss,A. Munch. Ak. Sb. 22 (1893) 



247-. 



Ivory's theorem and confocal quadrics. Mann- 

 heim, A. C. E. 102 (1886) 310-. 

 Partial differential equations. Serret, J. A. 



Liouv. J. Mth. 13 (1848) 361-. 

 Problem. Adam, P. Par. S. Mth. Bll. 24 



(1896) 28-. 

 , general. Eaffy, L. C. E. 114 (1892) 



1407- ; Par. S. Mth. Bll. 22 (1894) 119-. 

 , , fundamental equations. Aoust, (Vabbe) 



. C. E. 68 (1869) 1095-. 



Surfaces. 



applicability. Calo, B. A. Mt. 4 (1900) 123-. 



on surfaces of revolution, conditions for. 

 Levy, M. C. E. 86 (1878) 947-. 



applicable. Nicolaides, N. Les Mondes 8 

 (1865) 710-. 



. Amigues, E. C. E. 104 (1887) 564-. 



. Chini, M. G. Mt. 27 (1889) 265-. 



, class, new. Weingarten, J. Gott. Nr. 

 (1887) 28-. 



, and curvilinear coordinates.. Hoppe, R. 

 Arch. Mth. Ps. 59 (1876) 225-; 68 (1882) 

 439-. 



, with distance of corresponding points con- 

 stant. Demoidin, A. Par. S. Mth. Bll. 23 

 (1895) 71-. 



on given surface. Dini, V. G. Mt. 2 (1864) 

 282-. . V 



. Weingarten, J. C. E. 112 (1891) 



706-. 

 , theory. Bonnet, O. Par. EC. 



Pol. J. Cah. 41 (1865) 209- ; Cah. 42 



(1867) 1-. 



one another, class. Weingarten, J. 

 Crelle J. 59 (1861) 382-. 



, criterion. Minding, E. F. A. 



Crelle J. 19 (1839) 370-. 



, pairs. Caronntt, T. Par S. Mth. Bll. 21 

 134-. 



applicable, pairs. Genty, E. Par. S. Mth. 



Bll. 22 (1894) 36-. 

 , , and conjugate systems. Petot, A. C. E. 



115 (1892) 1250-. 

 , problem. Farkas, G. Orv.-Termt. Ets. 



(Termt. SzaJc) (1889) 260-. 

 , . Raffy, L. C. E. 108 (1889) 493-. 

 , ruled, with parallelism of generators. An- 



tomari, X. Par. S. Mth. Bll. 22 (1894) 58-. 

 , skew. Razzaboni, A. G. Mt. 21 (1883) 



92-. 



on surface of revolution. Pellet, A. C. E. 

 125 (1897) 1159- ; 126 (1898) 392-. 



surfaces. of minimum area. Dini, U. 

 C. E. 60 (1865) 340-. 



revolution. Picart, A. N. A. 



Mth. 20 (1881) 113-. 

 . Raffy, L. Bll. Sc. Mth. 13 



(1889) 161-. 

 , and theorem of Weingarten. Goursat, E. 



Toul. Fac. Sc. A. 5 (1891) E, 34 pp. 

 , theory. Dini, U. A. Mt. 7 (1865) 25-. 

 __, _. Weingarten, J. C. E. 112 (1891) 



607-. 



, . Goursat, E. C. E. 112 (1891) 707-. 

 application. Combescure, E. C. E. 105 (1887) 



434-. 

 . Ricci, G. Yen. I. At. (1896-97) 1230-. 



on one another. Codazzi, D. Par. Mm. 

 Sav. Etr. 27 (1883) ,Yo. 6, 45 pp. 



, formulae of Codazzi and Wein- 

 garten. Cayley, A. L. Mth. S. P. 24 

 (1893) 210-. 



, theory. Ribaucour, A. (xi) 

 Par. S. Phlm. Bll. 6 (1869) 37-. 



bent (umgestiilpt). Deschwanden, J. W. von. 



Ziir. Vjschr. 9 (1864) 1-. 

 with circles for isothermal lines. Demartres, 



. C. E. 104 (1887) 217-. 



conservation of lines of curvature after de- 

 formation. Delfino,C. Tortolini A. 7 (1856) 

 410-. 



deformable, applicable on surfaces of revolu- 

 tion, determination. Raffy, . Par. S. Mth. 



Bll. 19 (1891) 34-. 

 , with lines of equal curvature parallel. 



Raffy, . Par. S. Mth. Bll. 19 (1891) 54-. 

 of 3-dimensions, deformability. Banal, R. 



Em. E. Ac. Line. Ed. 8 (1899) (Sem. 2) 13-. 

 finite simply connected, of negative curvature, 



theorem. Liebmann, H. Leip. Mth. Ps. 



B. 52 (1900) 28-. 

 inextensible. Jellett, J. H. [1853] Ir. Ac. T. 



22 (1855) 343-. 

 with measure of curvature invariable. Brios- 



chi, F. Tortolini A. 3 (1852) 293-; 4 (1853) 



232-. 

 of revolution, applicable, families. Razzaboni, 



A. [1887] Bologna Ed. (1887-88) 19-. 



, on given surface of revolution. 

 Adam, A. N. A. Mth. 10 (1891) 18-. 



which by deformation are superposable 



in all their parts. Reech, F. C. E. 80 

 (1875) 1388-, 1442-. 



t to which helicoid can be applied. 

 Lamarle, E. Brux. Ac. Bll. 19 (1865) 

 537-. 



650 



