668 Bibliography
304. Deetz C.H. (1918a). The Lambert conformal conic projection with two standard pararells, including a
comparison of the Lambert projection with the Bonne and Polyconic projections: U.S. coast and
Geodetic Survey Spec. Pub. 47, 1918
305. Deetz C.H. (1918b): Lambert projection tables with conversion tables: U.S. Coast and Geodetic
Survey Spec. Pub.
306. Deetz C.H., Adams O.S. (1934): Elements of map projection, U.S. Coast and Geodetic Survey Special
Publication No. 68, 4th ed., 1934
307. Defense Mapping Agency (1981): Glossary of mapping, charting, and geodetic terms, U.S.
Government Printing Office, Washington 1981
308. Degn C. et al. (1956): Seydlitz allgemeine Erdkunde hrsg., Hannover 1956
309. Deimler W. (1914): Konforme Abbildung des ganzen Erdellipsoids auf die Kugel, Abhandlungen der
K¨ oniglich Bayerischen Akademie der Wissenschaften, Mathematisch–Physikalische Klasse, 27.
Abhandlung, Verlag der K¨ oniglich Bayerischen Akademie der Wissenschaften, M¨ unchen 1914
310. Demmel J. et al (1999): Computing the singular value decomposition with high relative accuracy,
Linear Algebra and its Applications 299 (1999) 21–80
311. De Moor B., Zha H. (1991): A tree of generalizations of the ordinary singular value decomposition,
Linear Algebra Appl. 147 (1991) 469–500
312. Dermanis A., Livieratos E. (1983a): Applications of deformation analysis in geodesy and
geodynamics, Reviews of Geophysics and Space Physics 21 (1983) 229–238
313. Dermanis A., Livieratos E. (1983b): Applications of strain criteria in cartography, Bulletin
G´ eod´ esique 57 (1983) 215–225
314. Dermanis A., Livieratos E. (1993): Dilatation, shear, rotation and energy: analysis of map projections,
Bollettino di Geodesia e Science Affini 42 (1993) 53–68
315. Dermanis A., Livieratos E., Pertsinidou S. (1984): Deformation analysis of geoid to ellipsoid mapping,
Quaterniones geodaesiae 4 (1984) 225–240
316. Dermott S.F. (1979): Shapes and gravitational moments of satellites and asteroids, Icarus 37 (1979)
575–586
317. Dermott S.F. (1984): Rotation and the internal structures of the major planets and their inner
satellites, Phil. Trans. R. Soc. Lond. A 313 (1984) 123–139
318. Deszcz R. (1990): Examples of four–dimensional Riemannian manifolds satisfying some
pseudo–symmetry curvature conditions, in: Geometry and topology of submanifolds, II, Boyom M.,
Morvan J.-M., Verstraelen L. (Hrsg.), World Scientific, Singapore 1990
319. Deturck D.M., Yang D. (1984): Existence of elastic deformations with prescribed principal strains and
triply orthogonal systems, Duke Mathematical Journal 51 (1984) 243–260
320. Di Francesco P., Mathieu P., S´ en´ echal D. (1997): Conformal field theory, Springer–Verlag, New York
1997
321. Dickmann F., Zehner K. (2001): PC–basierte Kartographie und GIS–Software – Ein
Produktvergleich, in: J. Dodt and W. Herzog (Eds.): Kartographisches Taschenbuch 2001,
Kirschbaum Verlag, Bonn 2001, 50–64
322. Dillen F., Vrancken L. (1990). Affine differential geometry of hypersurfaces, in: Geometry and
Topology of Submanifolds, II, Avignon (1990) 144–165
323. Dingeldey F. (1910): Kegelschnittsysteme, in: Repetitorium der h¨ oheren Mathematik, Vol. 2
(Geometrie), ed.: E. Pascal, Verlag B.G. Teubner, Lepzig (1910) 246–247
324. Do Carmo M.P. (1994): Differential forms and applications, Springer 1994
325. Do Carmo M., Dajczer M., Mercuri F. (1985): Compact conformally flat hypersurfaces, Transactions
of the American Mathematical Society, 288 (1985) 189–203
326. Dodt J., Herzog W. (2001): Kartographisches Taschenbuch 2001, Kirschbaum Verlag, Bonn 2001
327. Dombrowski P. (1979): 150 years after Gauss’ “disquisitiones generales circa superficies curvas”,
asterisque 62, soci´ et´ e mathematique de France, Paris 1979
328. Donaldson S.K., Kronheimer P.B. (1990): The geometry of four–manifolds, Clarendon Press, Oxford
1990
329. Dorrer E. (1966): Direkte numerische L¨ osung der geod¨ atischen Hauptaufgaben auf Rotationsfl¨ achen,
Report C90, Deutsche Geod¨ atische Kommission, Bayer. Akad. Wiss., M¨ unchen 1966
330. Dorrer E. : From elliptic arc length to Gauss–Krueger coordinates by analytical continuation, in: E.
Grafarend, F. Krumm and V. Schwarze: Geodesy – the challenge of the 3rd Millenium, pp. 293–298,
Springer Verlag, Berlin – Heidelberg – New York 2003
304. Deetz C.H. (1918a). The Lambert conformal conic projection with two standard pararells, including a
comparison of the Lambert projection with the Bonne and Polyconic projections: U.S. coast and
Geodetic Survey Spec. Pub. 47, 1918
305. Deetz C.H. (1918b): Lambert projection tables with conversion tables: U.S. Coast and Geodetic
Survey Spec. Pub.
306. Deetz C.H., Adams O.S. (1934): Elements of map projection, U.S. Coast and Geodetic Survey Special
Publication No. 68, 4th ed., 1934
307. Defense Mapping Agency (1981): Glossary of mapping, charting, and geodetic terms, U.S.
Government Printing Office, Washington 1981
308. Degn C. et al. (1956): Seydlitz allgemeine Erdkunde hrsg., Hannover 1956
309. Deimler W. (1914): Konforme Abbildung des ganzen Erdellipsoids auf die Kugel, Abhandlungen der
K¨ oniglich Bayerischen Akademie der Wissenschaften, Mathematisch–Physikalische Klasse, 27.
Abhandlung, Verlag der K¨ oniglich Bayerischen Akademie der Wissenschaften, M¨ unchen 1914
310. Demmel J. et al (1999): Computing the singular value decomposition with high relative accuracy,
Linear Algebra and its Applications 299 (1999) 21–80
311. De Moor B., Zha H. (1991): A tree of generalizations of the ordinary singular value decomposition,
Linear Algebra Appl. 147 (1991) 469–500
312. Dermanis A., Livieratos E. (1983a): Applications of deformation analysis in geodesy and
geodynamics, Reviews of Geophysics and Space Physics 21 (1983) 229–238
313. Dermanis A., Livieratos E. (1983b): Applications of strain criteria in cartography, Bulletin
G´ eod´ esique 57 (1983) 215–225
314. Dermanis A., Livieratos E. (1993): Dilatation, shear, rotation and energy: analysis of map projections,
Bollettino di Geodesia e Science Affini 42 (1993) 53–68
315. Dermanis A., Livieratos E., Pertsinidou S. (1984): Deformation analysis of geoid to ellipsoid mapping,
Quaterniones geodaesiae 4 (1984) 225–240
316. Dermott S.F. (1979): Shapes and gravitational moments of satellites and asteroids, Icarus 37 (1979)
575–586
317. Dermott S.F. (1984): Rotation and the internal structures of the major planets and their inner
satellites, Phil. Trans. R. Soc. Lond. A 313 (1984) 123–139
318. Deszcz R. (1990): Examples of four–dimensional Riemannian manifolds satisfying some
pseudo–symmetry curvature conditions, in: Geometry and topology of submanifolds, II, Boyom M.,
Morvan J.-M., Verstraelen L. (Hrsg.), World Scientific, Singapore 1990
319. Deturck D.M., Yang D. (1984): Existence of elastic deformations with prescribed principal strains and
triply orthogonal systems, Duke Mathematical Journal 51 (1984) 243–260
320. Di Francesco P., Mathieu P., S´ en´ echal D. (1997): Conformal field theory, Springer–Verlag, New York
1997
321. Dickmann F., Zehner K. (2001): PC–basierte Kartographie und GIS–Software – Ein
Produktvergleich, in: J. Dodt and W. Herzog (Eds.): Kartographisches Taschenbuch 2001,
Kirschbaum Verlag, Bonn 2001, 50–64
322. Dillen F., Vrancken L. (1990). Affine differential geometry of hypersurfaces, in: Geometry and
Topology of Submanifolds, II, Avignon (1990) 144–165
323. Dingeldey F. (1910): Kegelschnittsysteme, in: Repetitorium der h¨ oheren Mathematik, Vol. 2
(Geometrie), ed.: E. Pascal, Verlag B.G. Teubner, Lepzig (1910) 246–247
324. Do Carmo M.P. (1994): Differential forms and applications, Springer 1994
325. Do Carmo M., Dajczer M., Mercuri F. (1985): Compact conformally flat hypersurfaces, Transactions
of the American Mathematical Society, 288 (1985) 189–203
326. Dodt J., Herzog W. (2001): Kartographisches Taschenbuch 2001, Kirschbaum Verlag, Bonn 2001
327. Dombrowski P. (1979): 150 years after Gauss’ “disquisitiones generales circa superficies curvas”,
asterisque 62, soci´ et´ e mathematique de France, Paris 1979
328. Donaldson S.K., Kronheimer P.B. (1990): The geometry of four–manifolds, Clarendon Press, Oxford
1990
329. Dorrer E. (1966): Direkte numerische L¨ osung der geod¨ atischen Hauptaufgaben auf Rotationsfl¨ achen,
Report C90, Deutsche Geod¨ atische Kommission, Bayer. Akad. Wiss., M¨ unchen 1966
330. Dorrer E. : From elliptic arc length to Gauss–Krueger coordinates by analytical continuation, in: E.
Grafarend, F. Krumm and V. Schwarze: Geodesy – the challenge of the 3rd Millenium, pp. 293–298,
Springer Verlag, Berlin – Heidelberg – New York 2003
