Bibliography - Map Projections: Cartographic Information Systems - page 888

1002. Rapp, R.H.: Geometric Geodesy, Volume I (Basic Principles). Ohio State University,
Department of Geodetic Science, Columbus (1974a)
1003. Rapp, R.H.: Current estimates of the mean earth ellipsoid parameters. Geophys. Res. Lett
1 , 35-38 (1974b)
1004. Rapp, R.H.: Geometric Geodesy, Volume II (Advanced Techniques). Ohio State University,
Department of Geodetic Science, Columbus (1975)
1005. Rapp, R.H.: Transformation of geodetic data between Reference Datums, Geometric Refer-
ence Datums, Geometric Geodesy, Volume III, Ohio State University, Columbus, pp. 53-57
(1981)
1006. Rapp, R.H.: The decay of the spectrum of the gravitational potential and the topography
for the Earth. Geophys. J. Int 99 , 449-455 (1989)
1007. Ratner, D.A.: An implementation of the Robinson map projection based on cubic splines.
Cartogr. Geogr. Inf. Sci. 18 , 104-108 (1991)
1008. Reckziegel, H.: Completeness of curvature surfaces of an isometric immersion. J. Differ.
Geom. 14 , 7-20 (1979)
1009. Redfearn, J.C.B.: Transverse Mercator Formulae. Emp. Surv. Rev. 9 , 318-322 (1948)
1010. Reich, K.: Gauss' Schuler: Studierten bei Gauss und machten Karriere. Gauss' Erfolg als
Hochschullehrer (Guass's students: studied with him and were successful. Gauss's success
as a university professor), Gauss Gesellschaft, E.V. Gi:ittingen, Mitteilungen Nr. 37, pp.
33-62, Gi:ittingen (2000)
1011. Reigber, C., Balmino, G., Moynot, B.: The GRIM 2 Earth gravity field model, Bayerische
Akademie der Wissenschaften, Report A86, Deutsche Geodatische Kommission, Bayer.
Akad. Wiss., Munchen (1976)
1012. Reigber, C., Muller, H., Rizos, C., Bosch, W., Balmino, G., Moyot, B.: An improved GRIM3
Earth gravity model (GRIM3B), Proceedings of the International Association of Geodesy
(IAG) Symposia, XVIII Gerenral Assembly, Hamburg, pp. 388-415 (1983)
1013. Reignier, F.: Les systemes de projection et leurs applications, Institut Geographique
National, Paris (1957)
1014. Reilly, W.I.: A conformal mapping projection with minimum scale error. Surv. Rev. 22 ,
57-71 (1973)
1015. Reilly, W.I.: A conformal mapping projection with minimum scale error, part 1. Surv. Rev.
22 , 57-71 (1993)
1016. Reilly, W.I., Bibby, H.M.: A conformal mapping projection with minimum scale error- part
2: scale and convergence in projection coordinates. Surv. Rev. 23 , 79-87 (1975)
1017. Reiner, M.: A mathematical theory of dilatancy. Am. J. Math. 67 , 350-362 (1945)
1018. Reiner, M.: Elasticity beyond the elastic limit. Am. J. Math. 70 , 433-446 (1948)
1019. Reinhardt, F., Soeder, H.: dtv Atlas zur Mathematik, Bd. 1, Munchen (1980)
1020. Reithofer, A.: Koeziententafeln und Rechenprogramme fur die Gauss-Krueger-(UTM)
Koordinaten der Ellipsoide von Bessel, Hayford, Krassowsky und des Referenzellipsoids
1967, Mitteilungen der geodatischen Institute der TU Graz, Folge 27, Graz (1977)
1021. Ricci, G.: Sulla determinazione di varieta dotate di proprieta intrinseche data a priori- note
I, Rend. Ace. Lincei Classe Sci., Ser. 5, Vol. 19, Rome (1918)
1022. Richardus, P., Adler, R.K.: Map Projections for Geodesists, Cartographers, and Geogra-
phers. North-Holland, Amsterdam (1972a)
1023. Richardus, P., Adler, R.K.: Map Projections. North Holland, London (1972b)
1024. Riemann, B.: Grundlagen fur eine allgemeine Theorie der Funktionen einer veriinderlichen
complexen Große. Inauguraldissertation, Gottingen (1851)