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Optimization of Complex Function Expansions for Gauss-Krüger Projections
9 references·0 citing·26 second hop
Optimization of Complex Function Expansions for Gauss-Krüger Projections (2022)Optimization of Complex Function Expansio…Two Conformal Projections for Constant-Height Surface to Plane Mapping (2020)Two Conformal Projections for…Map Projection Transformation (2020)Map Projection TransformationDevelopment of Lee’s exact method for Gauss–Krüger projection (2020)Development of Lee’s exact me…Map Projections (2014)Map ProjectionsChoosing a Suitable Projection for Navigation in the Arctic (2013)Choosing a Suitable Projectio…Transverse Mercator with an accuracy of a few nanometers (2011)Transverse Mercator with an a…Simple and highly accurate formulas for the computation of Transverse Mercator coordinates from longitude and isometric latitude (2008)Simple and highly accurate fo…Numerical inverse transformation for map projections (2003)Numerical inverse transformat…Conformal Projections Based On Jacobian Elliptic Functions (1976)Conformal Projections Based O…CO-ORDINATE SYSTEMS AND MAP PROJECTIONS (1974)Map projections: A working manual (1987)Map Projections: A Reference Manual (1995)Dynamic Projection Method of Electronic Navigational Charts for Polar Navigation (2024)TRANSVERSE MERCATOR FORMULAE (1948)Map Projections: A Reference Manual (1996)Towards progressive geospatial information processing on web systems: a case study for watershed analysis in Iowa (2023)Conformal projections in geodesy and cartography (1952)Transverse mercator with an accuracy of a few nanometers (2016)Ground Truth: Low Distortion Map Projections for Engineering, Surveying, and GIS (2016)Fibonacci lattices for the evaluation and optimization of map projections (2018)The Oblique Mercator for engineering and survey (2022)Conformal mapping at elevation with implications for low-distortion projections (2024)The Gauss-Krueger projection: Karney-Krueger equations (2011)Secant Cylinders Are Evil—A Case Study on the Standard Lines of the Universal Transverse Mercator and Universal Polar Stereographic Projections (2024)Computer Program for the Inverse Transformation of the Winkel Projection (2005)Fit-for-purpose conformal mapping for sustainable land administration in war-ravaged Syria (2022)Optimization of Numerical Methods for Transforming UTM Plane Coordinates to Lambert Plane Coordinates (2022)Developing a reversible rapid coordinate transformation model for the cylindrical projection (2016)Accurate Algorithms for Spatial Operations on the Spheroid in a Spatial Database Management System (2021)Bibliography of map projections (1988)The Development of Analytical Cartography: A Personal Note (2000)ASPHAA: A GIS-Based Algorithm to Calculate Cell Area on a Latitude-Longitude (Geographic) Regular Grid (2010)Calculating on a round planet (2016)Digital Earth Platforms (2019)Electronic Navigational Charts: International Standards and Map Projections (2020)
this work references cited by second hop

References

  • 2011Transverse Mercator with an accuracy of a few nanometers93 cited
  • 2020Map Projection Transformation93 cited
  • 2014Map Projections38 cited
  • 1976Conformal Projections Based On Jacobian Elliptic Functions30 cited
  • 2008Simple and highly accurate formulas for the computation of Transverse Mercator coordinates from longitude and isometric latitude17 cited
  • 2003Numerical inverse transformation for map projections15 cited
  • 2013Choosing a Suitable Projection for Navigation in the Arctic12 cited
  • 2020Development of Lee’s exact method for Gauss–Krüger projection11 cited
  • 2020Two Conformal Projections for Constant-Height Surface to Plane Mapping8 cited

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