Bibliography - Geodesy: Introduction to Geodetic Datum and Geodetic Systems - page 384

Hooijberg, M. (2008). Geometrical geodesy—Using information and computer technology. Berlin:
Springer.
Hotine, M. (1946, 1948). The orthomorphic projection of the spheroid, parts I-V. Survey Review, 8
(62), 301-311 and 9(63), 29-35; 9(64), 52-70; 9(65), 112-123; 9(66), 157-166.
Hristow, W. K. (1943). Die Gauss-kr uger'schen koordinaten auf dem ellipsoid. Leipzig: Verlag

€

B. G. Teubner. 254pp.
Hristow, W. K. (1955). Die Gaussschen und geographischen koordinaten auf dem ellipsoid von
Krassowsky. Berlin: Verlag Technik.
Hugentobler, U., Gruber, T., Steigenberger, P., Angermann, D., Bouman, J., Gerstl, M.,
et al. (2012). GGOS Bureau for standards and conventions: Integrated standards and conven-
tions for geodesy. In S. C. Kenyon, M. C. Pacino, U. J. Marti (Eds.), Geodesy for Planet Earth
(IAG Symposia, Vol. 136, pp. 995-998). doi: 10.1007/978-3-642-20338-1_124 .
Ihde, J., Wilmes, H., M¨ ller, J., Denker, H., Voigt, C., & Hosse, M. (2010). Validation of satellite
gravity field models by regional terrestrial data sets, system Earth via geodetic-geophysical
space techniques, Part 3 (pp. 277-296). Springer, Berlin: Advanced technologies in earth
sciences. doi: 10.1007/978-3-642-10228-8_22 .
Intergovernmental Committee on Surveying and Mapping. (2002). Geocentric datum of Australia
technical manual, version 2.2. http://www.anzlic.org.au/icsm/gdatm/
Jarecki, F., Wolf, I., Denker, H., & M¨ ller, J. (2006). Quality assessment of GOCE gradients. In
J. Flury, R. Rummel, C. Reigber, M. Rothacher, G. Boedecker, & U. Schreiber (Eds.),
Observation of the earth system from space (pp. 271-286). Berlin: Springer.
Jiang, C. (Ed.). (1992). Encyclopedia of China (Solid-earth geophysics, surveying and mapping,
space science). Beijing: Encyclopedia Of China Publishing House. 504pp (in Chinese). ISBN
7500059779.
Junkins, D. R. (1998). Transforming to NAD83. Report of the Geodetic Survey Division, Canada
Centre for Surveying, Ottawa.
Karney, C. F. F. (2011). Transverse Mercator with an accuracy of a few nanometers. Journal of
Geodesy, 85(8), 475-485.
Kawase, K. (2011). A general formula for calculating meridian arc length and its application to
coordinate conversion in the Gauss-Kr¨ger projection. Bulletin of the Geospatial Information
Authority of Japan, 59, 1-13.
Kawase, K. (2012). Concise derivation of extensive coordinate conversion formulae in the Gauss-
Kr¨ger projection. Bulletin of the Geospatial Information Authority of Japan, 60, 1-6.
Kenyeres, A., Sacher, M., Ihde, J., Denker, H., & Marti, U. (2010). EUVN_DA: Realization of the
European continental GPS/leveling network. In S. P. Mertikas (Ed.), Gravity, geoid and earth
observation (IAG Symposia, Vol. 135, pp. 315-320). Berlin: Springer.
Kenyon, S. C., Pacino, M. C., & Marti, U. (2012). Geodesy for planet earth (IAG Symposia, Vol.
136). Berlin: Springer.
Klees, R., Revtova, E., Gunter, B., Ditmar, P., Oudman, E., Winsemius, H., et al. (2008). Filter
design for GRACE gravity models. Geophysical Journal International, 175(2), 417-432.
Kong, X., & Mei, S. (2002). Control survey (2nd ed., Vol. 1). Wuhan: Wuhan University Press
(in Chinese).
Krakiwsky, E. J., & Thomson, D. B. (1974, Reprinting 1995) Geodetic position computations
(Technical Report, No. 217). Canada: University of New Brunswick, 99pp.
Kr¨gel, M., & Angermann, D. (2007). Frontiers in the combination of space geodetic techniques.
In P. Tregoning & C. Rizos (Eds.), Dynamic planet (IAG Symposia, Vol. 130, pp. 158-165).
Heidelberg: Springer. doi: 10.1007/978-3-540-49350-1_25 .
Kr¨gel, M., Angermann, D., Drewes, H., Gerstl, M., Meisel, B., & Tesmer, V. (2007a). GGOS-D
reference frame computations (Geotechnologien Science Report No. 11). Potsdam:
Koordinierungsb¨ro Geotechnologien. ISSN 1619-7399.
Kr¨gel, M, Thaller, D., Tesmer, V., Rothacher, M., Angermann, D., & Schmid, R. (2007b).
Tropospheric parameters: combination studies based on homogeneous VLBI and GPS data.