1220 



Newtonian, generalised. Koenigsberger, 



Berl. Ak. Sb. (1900) 1150-. 

 normal derivatives, theorems. Beltrami, E. 



Bologna Ac. Sc. Mm. 9 (1878) 451-. 

 in plane space bounded by 2 circles with given 



values at boundaries. Kluyver, J. C. 



N. Arch. Wisk. 3 (1898) 230- ; Fschr. Mth. 



(1897) 363-. 

 at any point due to solid sphere with density 



varying inversely as fifth power of distance. 



Niven, W. D. [1880] Mess. Mth. 10 (1881) 



121-. 

 of points for electrified sphere. Weilenmann, A. 



Ziir. Vjschr. 35 (1890) 316-. 



polygons and polyhedra. Cayley, A. [1874] 

 L. Mth. S. P. 6 (1875) 20-. 



and potential function, elementary treatment. 



Moutier, J. N. A. Mth. 9 (1870) 472-, 



489-. 

 in problem of n bodies. Hussey, W. J. [1891] 



A. Mth. 6 (1891-92) 12-. 

 properties; and Abelian functions. Poincare, 



H. Acta Mth. 22 (1899) 89-. 

 , new. Lucas, F. C. B. 70 (1870) 1397-. 

 property, assuming Green's law. Wirtinger, W. 



Wien Ak. Sb. 105 (1896) (Ab. 2a) 575-. 



of fields admitting. Vaschy, . C. R. 

 116 (1893) 1244-. 



systems of forces admitting. Lecornu, L. 



C. E. Ill (1890) 395-. 

 of ring and disk when force varies as r n . 



Angelitti, F. [1882] G. Mt. 21 (1883) 



68-. 

 with elliptic section. Ziige, . Crelle 



J. Mth. 107 (1891) 148-. 



rings. Dixon, A. L. L. Mth. S. P. 28 

 (1897) 439-. 



segments of shells, etc. Cayley, A. Mess. 

 Mth. 11 (1882) 15-. 



shell bounded by confocal ellipsoids. Cole, 

 F. N. Am. Ac. P. 18 (1883) 226-. 



2 elliptic paraboloids. Hirst, T. A. 



Liouv. J. Mth. 2 (1857) 385-. 



simple shell, 1st derivatives. Petrini, H. 

 Stockh. Ofv. (1900) 867-. 



solid, theorem of Bruns. Kowalevski, S. 

 Acta Mth. 5 (1891) 45-. 



solids of revolution. Tangl,K. Mth. Termt. 

 Ets. 11 (1893) 240- ; Mth. Nt. B. Ung. 11 

 (1894) 233-. 



in 2 spaces, theorem. Kronecker, L. Crelle 



J. Mth. 70 (1869) 246-. 

 of sphere. Neumann, C. Pogg. A. 109 (1860) 



629-. 



spherical magnetic shell. Elliott, A. C. 

 Edinb. Mth. S. P. 6 (1888) 12-. 



shell. Schlomilch, 0. Schlomilch Z. 7 



(1862) 207-. 

 , determination of density of shell 



from. Lejeune-Dirichlet, G. Berl. Ab. 



(1850) (Mth.) 99-. 

 , . Liouville, J. 



Liouv. J. Mth. 2 (1857) 184. 

 triangle. Hoppe, E. Arch. Mth. Ps. 65 



(1880) 57-. 

 uniform shell. Nanson, E. J. [1882] 



Mess. Mth. 12 (1883) 39-. 



Theory of the Potential 



L. 



1220 



of spherical uniform shells, theorem. Peddie,W. 



Edinb. Mth. S. P. 18 (1900) 30. 

 , . Muirhead, E. F. Edinb. 



Mth. S. P. 18 (1900) 32. 



spheroids of revolution, expansion in series. 

 Callandreau, O. C. E. 103 (1886) 33-, 195- ; 

 Par. EC. Pol. J. 58 (1888) 127-. 



surface. Scheibner, W. Crelle J. 54 (1857) 

 77-. 



, 2nd derivatives, discontinuities. Horn, 



T. Z. Mth. Ps. 26 (1881) 145-, 209-. 

 , , . Pad, P. Mil. I. Lomb. Ed. 



18 (1885) 505-. 

 , 3rd derivatives. Pad, P. Palermo 



Cir. Mt. Ed. 8 (1894) 33-. 

 , normal derivatives. Morera, G. Mil. 



I. Lomb. Ed. 20 (1887) 543-. 

 , . Lauricella, G. Tor. Ac. Sc. 



At. 35 (1900) 322- or 480-. 

 , theory. Wassmuth, A. Carl Epm. 14 



(1878) 428-. 



, . Weingarten, J. Acta Mth. 10 

 (1887) 303-. 



, . Maggi, G. A. Mil. I. Lomb. Ed. 



24 (1891) 87-, 220-, 960-. 



surfaces formed by revolution of limacons 

 and cardioids. Basset, A. B. Camb. Ph. 

 S. P. 6 (1889) 2-. 



theorem. Lorenz, L. Mth. Ts. 5 (1863) 52-. 

 . Betti, E. N. Cim. 12 (1874) 75-. 

 . Tonelli, A. A. Mt. 11 (1882-83) 305-. 

 , application of oblique coordinates. Giinther, 

 S. Prag Sb. (1879) 4-. 



treated by Eosenhain's functions. Olsson, O. 

 Stockh. Ak. Hndl. Bh. 17 (Afd. 1) (1892) 

 No. 6, 14 pp. ; Fschr. Mth. (1893-94) 1417. 



. [V n+2 = . n ."1 Roberts, J. 



QJ. Mth. 17 (1881) 149-. 

 theorems. Neumann, C. G. Mth. A. 2 (1870) 



514 ; Leip. Mth. Ps. B. 30 (1878) 1-. 

 . Appelrot, G. G. [1888] Eec. Mth. 



(Moscou) 14 (1890) 329- ; Fschr. Mth. (1888) 



1018. 



. Tauber, A. Mh. Mth. Ps. 9 (1898) 74-. 

 , approximate solution. Eayleigh, J. W. 



Strutt (Lord). L. Mth. S. P. 7 (1875-76) 70-. 



of Clausius. Beltrami, E. Mil. I. Lomb. 

 Ed. 11 (1878) 13-. 



, general. Despeyrous, C. Toul. Ac. Sc. 

 Mm. 8 (1876) 221-. 



on inverses of ellipsoids of revolution. 

 Basset, A. B. QJ. Mth. 19 (1883) 349-. 



2 theorems by Neumann, and extension to n- 



dimensional space. Padova, E. G. Mt. 8 



(1870) 296-. 

 theory, application to physical problems. 



Weber, L. (xn) Schl.-Holst. Nt. Vr. Schr. 3 



(Heft 1) (1878) 103-. 

 ; properties of material layer with same 



potential as given mass. Legebeke, G. J. 



Arch. Neerl. 15 (1880) 113-. 

 , simple presentation, and differentiation of 



integrals where integrand becomes infinite. 



Boussinesq, J. C. E. 88 (1879) 277-. 

 transformation. Eoch, G. [1863] (vra) Crelle 



J. 63 (1864) 9-. 



108 



