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Geomorphometry on the surface of a triaxial ellipsoid: towards the solution of the problem
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Geomorphometry on the surface of a triaxial ellipsoid: towards the solution of the problem (2018)Geomorphometry on the surface of a triaxi…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…The geodesic boundary value problem and its solution on a triaxial ellipsoid (2013)The geodesic boundary value p…Algorithms for geodesics (2012)Algorithms for geodesicsCartesian to geodetic coordinates conversion on a triaxial ellipsoid (2011)Cartesian to geodetic coordin…Vector method to compute the Cartesian (X, Y, Z) to geodetic ( $${\phi}$$ , λ, h) transformation on a triaxial ellipsoid (2008)Vector method to compute the …The multiple axis ellipsoids as reference surfaces for mapping of small celestial bodies (2007)The multiple axis ellipsoids …New solutions to the direct and indirect geodetic problems on the ellipsoid (2006)New solutions to the direct a…Determination of areas on the plane, sphere and ellipsoid (2006)Determination of areas on the…MAPPING WORLDS WITH IRREGULAR SHAPES (1998)MAPPING WORLDS WITH IRREGULAR…MAP PROJECTIONS FOR NON-SPHERICAL WORLDS / THE VARIABLE-RADIUS MAP PROJECTIONS (1990)MAP PROJECTIONS FOR NON-SPHER…CONFORMAL MAPPING OF THE TRIAXIAL ELLIPSOID (1985)CONFORMAL MAPPING OF THE TRIA…DIRECT AND INVERSE SOLUTIONS OF GEODESICS ON THE ELLIPSOID WITH APPLICATION OF NESTED EQUATIONS (1975)DIRECT AND INVERSE SOLUTIONS …Course In Spheroidal Geodesy (1967)Course In Spheroidal GeodesyNote von der geodätischen Linie auf einem Ellipsoid und den verschiedenen Anwendungen einer merkwürdigen analytischen Substitution. (1839)Note von der geodätischen Lin…TRANSFORMATION FROM SPATIAL TO GEOGRAPHICAL COORDINATES (1976)Transformation from Cartesian to Geodetic Coordinates Accelerated by Halley’s Method (2006)An iterative algorithm to compute geodetic coordinates (2010)Capability of Artificial Neural Network for Forward Conversion of Geodetic Coordinates $$(\phi ,\lambda ,h)$$ ( ϕ , λ , h ) to Cartesian Coordinates (X, Y, Z) (2016)Transformation from geocentric to geodetic coordinates using Newton's iteration (1995)Fast transform from geocentric to geodetic coordinates (1999)Efficient transformation from Cartesian to geodetic coordinates (2019)THE ORTHOMORPHIC PROJECTION OF THE SPHEROID (1946)Map projections used by the U.S. Geological Survey (1982)Bibliography of map projections (1988)Equidistant map projections of a triaxial ellipsoid with the use of reduced coordinates (2017)Map projections: A working manual (1987)geosphere: Spherical Trigonometry (2010)Geospatial Data Generation and Preprocessing Tools for Urban Computing System Development1 (2016)geodist: Fast, Dependency-Free Geodesic Distance Calculations (2018)Precise Determination of the Clairaut Constant in Ellipsoidal Geodesy (2007)Solutions to the ellipsoidal Clairaut constant and the inverse geodetic problem by numerical integration (2012)Solving the Direct and Inverse Geodetic Problems on the Ellipsoid by Numerical Integration (2012)Intersection and point-to-line solutions for geodesics on the ellipsoid (2017)Analytical Solution for a Problem on Approximation of Functional Dependences for Parameters of a Geodesic Line (2019)On the transformation of the coordinates of points from the SK-42 system to WGS-84 (2019)Area and volume computation of longitude–latitude grids and three‐dimensional meshes (2020)Selecting Map Projections in Minimizing Area Distortions in GIS Applications (2008)The impact of supply chain structure on the use of supplier socially responsible practices (2010)Inferring transportation modes from GPS trajectories using a convolutional neural network (2017)The solution of the Korn-Lichtenstein equations of conformal mapping: the direct generation of ellipsoidal Gauß-Krüger conformal coordinates or the Transverse Mercator Projection (1998)Geodesics on an arbitrary ellipsoid of revolution (2023)An equal-area map projection for irregular objects (2005)
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References

  • 1975DIRECT AND INVERSE SOLUTIONS OF GEODESICS ON THE ELLIPSOID WITH APPLICATION OF NESTED EQUATIONS1,276 cited
  • 2012Algorithms for geodesics432 cited
  • 1839Note von der geodätischen Linie auf einem Ellipsoid und den verschiedenen Anwendungen einer merkwürdigen analytischen Substitution.82 cited
  • 2006Determination of areas on the plane, sphere and ellipsoid41 cited
  • 1990MAP PROJECTIONS FOR NON-SPHERICAL WORLDS / THE VARIABLE-RADIUS MAP PROJECTIONS38 cited
  • 1985CONFORMAL MAPPING OF THE TRIAXIAL ELLIPSOID31 cited
  • 2008Vector method to compute the Cartesian (X, Y, Z) to geodetic ( $${\phi}$$ , λ, h) transformation on a triaxial ellipsoid30 cited
  • 2011Cartesian to geodetic coordinates conversion on a triaxial ellipsoid26 cited
  • 2006New solutions to the direct and indirect geodetic problems on the ellipsoid24 cited
  • 1967Course In Spheroidal Geodesy20 cited
  • 1998MAPPING WORLDS WITH IRREGULAR SHAPES18 cited
  • 2015Geodetic Computations on Triaxial Ellipsoid15 cited
  • 2013The geodesic boundary value problem and its solution on a triaxial ellipsoid14 cited
  • 2015Equal-Area Projections of the Triaxial Ellipsoid: First Time Derivation and Implementation of Cylindrical and Azimuthal Projections for Small Solar System Bodies11 cited

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2007
The multiple axis ellipsoids as reference surfaces for mapping of small celestial bodies
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