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COMPARISON OF PRINCIPAL GEODETIC DISTANCE CALCULATION METHODS FOR AUTOMATED PROVINCE ASSIGNMENT IN TURKEY

Esenbuga, Oezge Gizem, Akoguz, Res. Ass. Alper, Erol, Bihter, Colak, Emre, Varol, Beril

First published: 2016-06-28https://doi.org/10.5593/sgem2016/b22/s09.019View metrics

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Publication details

Title
COMPARISON OF PRINCIPAL GEODETIC DISTANCE CALCULATION METHODS FOR AUTOMATED PROVINCE ASSIGNMENT IN TURKEY
Authors
Esenbuga, Oezge Gizem, Akoguz, Res. Ass. Alper, Erol, Bihter, Colak, Emre, Varol, Beril
Proceedings
SGEM International Multidisciplinary Scientific GeoConference EXPO Proceedings; 16th International Multidisciplinary Scientific GeoConference SGEM2016, Informatics, Geoinformatics and Remote Sensing
Publisher
Stef92 Technology
Year
2016
Pages
141-148
ISSN
1314-2704
ISBN
978-619-7105-59-9
Language
en
Publication type
Conference Paper
References22

  1. Karney C.F.F, Geodesics on Ellipsoid of Revalution, 2011.

  2. Kennedy M, Kopp S., Equirectangular, Understanding map projections, California, ch. 4, p.61, 1994.

  3. Freire R.R., Vasconcellos J.C., Geodetic or Rhumb Line Polygon Area Calculation over the WGS-84 Datum Ellipsoid, FIG Congress, 2010.

  4. Banerjee S., On geodetic distance computations in spatial modeling, Biometrics, U.S.A, vol.61, pp. 617-625, 2005.

  5. Sinnott R.W., Virtues of the Haversine, Sky and Telescope,vol.68, p.158,1984.

  6. Gellert W., Gottwald S., Hellwich M., Kästner H., Küstner H., The VNR Concise Encyclopedia of Mathematics, New York,, 2nd ed., ch. 12,1989.

  7. Torge W., The Geodetic Earth Model, Geodesy, New York;Berlin, ch.4, 3rd ed., p.94 , 2001.

  8. Allan A.L., Hollwey J.R., Maynes J.H.B., Practical Field Surveying and Computations, Toronto, 1968.

  9. Bomford G., Geodesy , Oxford, Clarendon Press,3rd ed., 1971.

  10. Vincenty T., Direct and inverse solutions of geodesics on the ellipsoid with application of nested equations, Survey review Name,Scientific Survey review, 23, pp. -93, 1975.

  11. Karney C.F.F., Algorithms for geodesics, Journal of Geodesy, vol. 87, pp. 43-55, 2013. 16th International Multidisciplinary Scientific GeoConference SGEM2016 www.sgem.org

  12. Karney C.F.F, Geodesics on Ellipsoid of Revalution, 2011.

  13. Kennedy M, Kopp S., Equirectangular, Understanding map projections, California, ch. 4, p.61, 1994.

  14. Freire R.R., Vasconcellos J.C., Geodetic or Rhumb Line Polygon Area Calculation over the WGS-84 Datum Ellipsoid, FIG Congress, 2010.

  15. Banerjee S., On geodetic distance computations in spatial modeling, Biometrics, U.S.A, vol.61, pp. 617-625, 2005.

  16. Sinnott R.W., Virtues of the Haversine, Sky and Telescope,vol.68, p.158,1984.

  17. Gellert W., Gottwald S., Hellwich M., Kästner H., Küstner H., The VNR Concise Encyclopedia of Mathematics, New York,, 2nd ed., ch. 12,1989.

  18. Torge W., The Geodetic Earth Model, Geodesy, New York;Berlin, ch.4, 3rd ed., p.94 , 2001.

  19. Allan A.L., Hollwey J.R., Maynes J.H.B., Practical Field Surveying and Computations, Toronto, 1968.

  20. Bomford G., Geodesy , Oxford, Clarendon Press,3rd ed., 1971.

  21. Vincenty T., Direct and inverse solutions of geodesics on the ellipsoid with application of nested equations, Survey review Name,Scientific Survey review, 23, pp. -93, 1975.

  22. Karney C.F.F., Algorithms for geodesics, Journal of Geodesy, vol. 87, pp. 43-55, 2013. 16th International Multidisciplinary Scientific GeoConference SGEM2016 www.sgem.org

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Number of times cited according to Crossref: 6

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