Geography Reference
In-Depth Information
274. Embacher, W.: Ein Versuch zur Bestimung des gestorten Schwerevektors aus lokalen
Gravimetermessungen. Zeitschrift fur Vermessungswesen 105 , 245-255 (1980)
275. Engels, J., Grafarend, E.W.: The oblique Mercator projection of the ellipsoid of revolution
E A , B .J.Geodesy 70 , 38-50 (1995)
276. Eringen, A.C.: Nonlinear Theory of Continuous Media. McGraw-Hill, New York (1962)
277. Euler, L.: Sectio secunda de principiis motus fluidorum. Novi. Comm. Acad. Sci. Petrop
14 , 270-386 (1770)
278. Euler, L. : Principes generaux des mouvement des fluides. Memoirs de l'Accad. des Sciences
de Berlin 11 , 274-315 (1755)
279. Euler, L.: Uber die Abbildung einer Kugelflache in die Ebene. Acta Academiae Scientiarum
Petropolitanae, Petersburg (1777a)
280. Euler, L.: De repraesentatione superificiei sphaericae super plano. Acta Acad. Scient Impe-
rial. Petropolitanae pro anno, TI, pp. 107-132 (1777b)
281. Euler, L.: De projectione geographica de Lisliana in mappa generali Imperii Russici usitata.
In: Acta Academia Scientiarum Imperialis Petropolitanae (part 19), pp. 143-153. lAcademie
des Sciences de St Petersbourg (1777c)
282. Euler, L.: Drei Abhandlungen uber Kartenprojection. Ostwald's Klassiker der exakten
Naturwissenschaften, Nr. 93. Engelmann, Leipzig (1898)
283. Euler, N., Steeb, W.H.: Continuous Symmetry, Lie Algebras and Differential Equations.
B.I. Wissenschaftsverlag, Mannheim (1992)
284. Eyton, J.R.: Rate-of-change maps. Cartogr. Geogr. Inf. Syst. 18 , 87-103 (1991)
285. Faber, G.: Einfaches Beispiel einer stetigen nirgends differentiierbaren Funktion. Jahres-
bericht der deutschen Mathematiker-Vereinigung 16 , 538-540 (1907)
286. Fair, W.G., Luke, Y.L.: Rational approximations to the incomplete elliptic integrals of the
first and second kinds. Math. Comput. 21 , 418-422 (1967)
287. Fairgrieve, J.: A new projection. Geogr. (Manchester) 14 , 525-526 (1928)
288. Falcidiendo, B., Spagnuolo, M.: A new method for the characterization of topographic
surfaces. Int J. Geogr. Inf. Syst. 5 , 397-412 (1991)
289. Fang, T.-P., Piegl, L.A.: Delaunay triangulation using a uniform grid. IEEE Comput.
Graph. Appl. 5 , 36-47 (1993)
290. Farr, T., et al.: The global topography mission gains momentum. EOS Trans. 76 , 1-4 (1995)
291. Fary, I.: Sur la courbure d'une gauche faisant un nceud. Bull. Soc. Math. France 77 , 128-138
(1949)
292. Fawcett, C.B.: A new net for a world map. Geogr. J. 114 , 68-70 (1949)
293. Featherstone, W.: The importance of including the geoid in terrestrial survey data reduction
to the geocentric datum of Australia. Aust. Surveyor 42 (1), 45-50 (1997)
294. Featherstone, W., Barrington, T.R.: A Microsoft Windows-based package to transform
coordinates to the geocentric datum of Australia. Cartography 25 , 81-87 (1996)
295. Featherstone, W.E., Claessen, S.J.: Closed form transformation between geodetic ellipsoidal
coordinates. Stud. Geophys. Geod. 52 , 1-18 (2008)
296. Featherstone, W., Vanicek, P.: The role of coordinate systems, coordinates and heights in
Horizontal Datum Transformations. Aust. Surveyor 44 (2) 143-150 (1999)
297. Feeman, T.G.: Equal area world maps: a case study. SIAM Rev. 42 , 109-114 (2000)
298. Feeman, T.G.: Portraits of the Earth. A Mathematician Looks at Maps. American Mathe-
matical Society, New York (2002)
299. Feigenbaum, M.J.: Riemann maps and world maps. In: Sirovich, L. (ed.) Trends and Per-
spectives in Applied Mathematics, pp. 55-71. Springer, Berlin (1994)
Search WWH ::




Custom Search