LAMBERT AZIMUTHAL EQUAL-AREA PROJECTION
Abstract
Keywords
Möbius transformation, Lambert azimuthal projection, Visualization
References
- [1] Marić M. A toolbox for visualizing Möbius transformations. IV Nordic GeoGebra Conference, Copenhagen, 2013.
- [2] Wilson P. Curved Spaces: From Classical Geometries to Elementary Differential Geometry. Cambridge University Press, New York-United States of America, 2008. pp. 39-44.
- [3] Marsland S, Mclachlan RI. Möbius invariants of shapes and images. Symmetry, Integrability and Geometry: Methods and Applications 2016; 12: 1-29.
- [4] Mork LK, Ulness DJ. Visualization of Mandelbrot and Julia sets of Möbius transformations. Fractal and Fractional 2021; 5-73.
- [5] Osborne P. The Mercator projections: The normal and transverse Mercator projections on the sphere and the ellipsoid with full derivations of all formulae. Edinburg Zenodo. https://doi.org/10.5281/zenodo.35392
- [6] Fong C. An Indoor Alternative to Stereographic Spherical Panoramas. Proceedings of Bridges 2014: Mathematics, Music, Art, Architecture, Culture. pp. 103-110.
- [7] Borradaile G. Statistics of Earth Science Data. Springer-Verlag Berlin Heidelberg New York, 2003.
- [8] Snyder JP. Map Projections-A Working Manual. United States Goverment Printing Office, Washington, 1987.
- [9] Pressley A. Elementary Differential Geometry, Springer Undergraduate Mathematics Series, London-England, 2010. pp. 391-398.