Lambert conformal conic projection
map projection
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Lambert conformal conic projection
Summary
Lambert conformal conic projection is a map projection[1]. It draws 215 Wikipedia views per month (map_projection category, ranking #10 of 27).[2]
Key Facts
- Lambert conformal conic projection is credited with the discovery of Johann Heinrich Lambert[3].
- Lambert conformal conic projection's image is recorded as World borders lambertcc000045.png[4].
- Lambert conformal conic projection's instance of is recorded as map projection[5].
- Lambert conformal conic projection's instance of is recorded as conformal map projection[6].
- Lambert conformal conic projection's instance of is recorded as conic projection[7].
- Lambert conformal conic projection's instance of is recorded as procedure[8].
- Lambert conformal conic projection's Library of Congress authority ID is recorded as sh85074177[9].
- Lambert conformal conic projection's Commons category is recorded as Lambert conformal conic projection[10].
- Lambert conformal conic projection's Freebase ID is recorded as /m/08cq13[11].
- Lambert conformal conic projection's Encyclopædia Britannica Online ID is recorded as science/Lambert-conformal-projection[12].
- Lambert conformal conic projection's different from is recorded as Lambert azimuthal equal-area projection[13].
- Lambert conformal conic projection's Open Library subject ID is recorded as lambert_conformal_conic_projection_(cartography)[14].
- Lambert conformal conic projection's LC and MARC vocabularies ID is recorded as mprojection/cc[15].
- Lambert conformal conic projection's Microsoft Academic ID is recorded as 50867193[16].
- Lambert conformal conic projection's National Library of Israel J9U ID is recorded as 987007553113705171[17].
- Lambert conformal conic projection's Treccani's Enciclopedia della Matematica ID is recorded as proiezione-conica-conforme-di-lambert[18].
- Lambert conformal conic projection's Encyclopedia of China is recorded as 142959[19].
- Lambert conformal conic projection's Yale LUX ID is recorded as concept/0f6e497c-6fcc-489f-aa31-597a912eecc5[20].
Body
Works and Contributions
Lambert conformal conic projection is credited with the discovery of Johann Heinrich Lambert[3].
Why It Matters
Lambert conformal conic projection draws 215 Wikipedia views per month (map_projection category, ranking #10 of 27).[2] It has Wikipedia articles in 15 language editions, a strong signal of global cultural recognition.[21] It is known by 6 alternative names across languages and contexts.[22]