Map Projections: A Reference Manual
Map projection concerns the science of mathematical cartography, the techniques by which the Earth's dimensions, shape and features are translated in map form, be that two-dimensional paper or two- or three- dimensional electronic representations. The central focus of this book is on the theory of map projections. Mathematical cartography also takes in map scales and their variation, the division of maps into sets of sheets and nomenclature, and addresses the problems of making measurements and conducting investigations which make use of geodetic measurements and the development of graphical methods for solving problems of spherical trigonometry, marine- and aeronavigation, astronomy and even crystallography.
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its an amazing book with outclass information regarding maps and its projections. Must read!
Map projections with straight parallels
Map projections with parallels in the shape of concentric circles
Map projections with parallels in the shape of nonconcentric
Projections for topographic and namedquadrangle maps
Map projection research
Best and ideal map projections projections satisfying given conditions
Numerical methods in mathematical cartography
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angle angular applied approximately arbitrary aspect azimuthal projections calculated called cartographic central meridian characteristics circle conformal projections conic projection considered constant coordinate system corresponding curvature cylindrical projections derivatives determined developed differential direction distance distortion ellipsoid elliptical equal equal-area projection equations equidistant expressed Figure formulas functions geodetic Geodeziya geographical given graticule hemisphere includes integration isocols latitude length linear scale factors lines longitude map graticule map projections Mercator meridians and parallels method normal oblique obtain orthogonal parallels parameters particular perspective plane polar pole polyconic projections position possible problem proyektsiy pseudocylindrical projection radius rectangular coordinates region represented requirements respectively shape shown solving sphere spherical straight lines surface take the form theory tion transformation transverse Urmayev values various vertical world maps zone
Page 275 - Explanation of a Projection by Balance of Errors for Maps applying to a very large extent of the Earth's Surface; and Comparison of this projection with other projections.