Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Ming_Antus_infinite_series_expansion_of_trigonometric_functions> ?p ?o }
Showing triples 1 to 36 of
36
with 100 triples per page.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions abstract "Ming Antu's infinite series expansion of trigonometric functions. Ming Antu, a court mathematician of the Qing dynasty did extensive work on infinite series expansion of trigonometric functions in his masterpiece Geyuan Milv Jifa(Quick Method of Dissecting the Circle and Determination of The Precise Ratio of the Circe). Ming Antu built geometrical models based on a major arc of a circle and nth dissection of the major arc. In Fig 1, AE is the major chord of arc ABCDE, and AB, BC, CD, DE are its nth equal segments. If chord AE = y, chord AB = BC = CD = DE = x, find chord y as infinite series expansion of chord x. He studied the cases of n = 2, 3, 4, 5, 10, 100, 1000 and 10000 in great detail in vol 3 and vol 4 of Geyuan Milv Jifa.".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions thumbnail Ming_Antu_model2.png?width=300.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageID "43508789".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageLength "13921".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageOutDegree "18".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageRevisionID "636152831".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Catalan_number.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Category:Chinese_mathematics.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Isaac_Newton.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Liu_Huis_xcfx80_algorithm.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Minggatu.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Qing_dynasty.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink Yoshio_Mikami.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Geyuanmilu2.jpg.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Geyuanmilv3.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:MingAntu_Catalan_number.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_100_segment_chord_diagram.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_10_segment_chord_diagram.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_4_segment_model.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_5_segment_chord_model.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_calculation_of_100_segment_chord.JPG.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLink File:Ming_Antu_model2.png.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLinkText "Ming Antu's infinite series expansion of trigonometric functions".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageWikiLinkText "infinite series".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wikiPageUsesTemplate Template:Pi.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions subject Category:Chinese_mathematics.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions comment "Ming Antu's infinite series expansion of trigonometric functions. Ming Antu, a court mathematician of the Qing dynasty did extensive work on infinite series expansion of trigonometric functions in his masterpiece Geyuan Milv Jifa(Quick Method of Dissecting the Circle and Determination of The Precise Ratio of the Circe). Ming Antu built geometrical models based on a major arc of a circle and nth dissection of the major arc.".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions label "Ming Antu's infinite series expansion of trigonometric functions".
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions sameAs Q17490207.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions sameAs Séries_de_Minggatu.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions sameAs m.011lhgxb.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions sameAs Q17490207.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions sameAs 割圆连比例.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions wasDerivedFrom Ming_Antus_infinite_series_expansion_of_trigonometric_functions?oldid=636152831.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions depiction Ming_Antu_model2.png.
- Ming_Antus_infinite_series_expansion_of_trigonometric_functions isPrimaryTopicOf Ming_Antus_infinite_series_expansion_of_trigonometric_functions.
