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A low distortion conformal projection of a tri-axial ellipsoid and its application for mapping of extra-terrestrial objects
8 references·1 citing·18 second hop
A low distortion conformal projection of a tri-axial ellipsoid and its application for mapping of extra-terrestrial objects (2019)A low distortion conformal projection of …Equidistant map projections of a triaxial ellipsoid with the use of reduced coordinates (2017)Equidistant map projections o…Geodetic Computations on Triaxial Ellipsoid (2015)Geodetic Computations on Tria…Equal-Area Projections of the Triaxial Ellipsoid: First Time Derivation and Implementation of Cylindrical and Azimuthal Projections for Small Solar System Bodies (2015)Equal-Area Projections of the…Jacobi Conformal Projection of the Triaxial Ellipsoid: New Projection for Mapping of Small Celestial Bodies (2013)Jacobi Conformal Projection o…Cylindrical projection conformality of triaxial ellipsoid (2013)Cylindrical projection confor…Small-Scale Map Projection Design (2002)Small-Scale Map Projection De…CAMPREL: A New Adaptive Conformal Cartographic Projection (1997)CAMPREL: A New Adaptive Confo…CONFORMAL MAPPING OF THE TRIAXIAL ELLIPSOID (1985)CONFORMAL MAPPING OF THE TRIA…Conformal projections of a tri-axial ellipsoid based on isometric coordinates: history, methodology, and examples (2022)Conformal projections of a tr…THE ORTHOMORPHIC PROJECTION OF THE SPHEROID (1946)Map projections used by the U.S. Geological Survey (1982)Bibliography of map projections (1988)MAPPING WORLDS WITH IRREGULAR SHAPES (1998)Map Projections: A Reference Manual (1996)Geomorphometry on the surface of a triaxial ellipsoid: towards the solution of the problem (2018)Cartesian to geodetic coordinates conversion on a triaxial ellipsoid (2011)Note von der geodätischen Linie auf einem Ellipsoid und den verschiedenen Anwendungen einer merkwürdigen analytischen Substitution. (1839)Vector method to compute the Cartesian (X, Y, Z) to geodetic ( $${\phi}$$ , λ, h) transformation on a triaxial ellipsoid (2008)Analytical and numerical methods of converting Cartesian to ellipsoidal coordinates (2021)Cartographic Science (2006)Meridian section projections: a new class of the triaxial ellipsoid projections (2021)Conic Projections of the Triaxial Ellipsoid: The Projections for Regional Mapping of Celestial Bodies (2017)Minimum conformal mapping distortion according to Chebyshev’s principle: a case study over peninsular Spain (2005)Optimal conformal map projections in harmonic polynomials in terms of Gauss-Schreiber coordinates (2015)Adaptive Composite Map Projections (2012)User preferences for world map projections (2015)The Equal Earth map projection (2018)
this work references cited by second hop

References

  • 2002Small-Scale Map Projection Design103 cited
  • 1985CONFORMAL MAPPING OF THE TRIAXIAL ELLIPSOID31 cited
  • 2013Jacobi Conformal Projection of the Triaxial Ellipsoid: New Projection for Mapping of Small Celestial Bodies18 cited
  • 2015Geodetic Computations on Triaxial Ellipsoid15 cited
  • 2015Equal-Area Projections of the Triaxial Ellipsoid: First Time Derivation and Implementation of Cylindrical and Azimuthal Projections for Small Solar System Bodies11 cited
  • 1997CAMPREL: A New Adaptive Conformal Cartographic Projection7 cited
  • 2013Cylindrical projection conformality of triaxial ellipsoid6 cited
  • 2017Equidistant map projections of a triaxial ellipsoid with the use of reduced coordinates6 cited

Cited by

  • 2022Conformal projections of a tri-axial ellipsoid based on isometric coordinates: history, methodology, and examples2 cited

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