Garis besar geometri: Perbedaan antara revisi

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{{general geometry}}
 
'''[[Geometri]]''' adalah cabang [[matematika]] yang berkaitanmempelajari dengan pertanyaan tentangterkait bentuk, ukuran, posisi relatifbangun figuryang relatif, danserta propertisifat-sifat tentang ruang. Geometri adalah salah satu ilmu matematika tertua.
 
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== Cabang klasik ==
 
* [[Geometri aljabar]]{{stage short|50%}} —
* [[Geometri analitik]]{{stage short|50%}} –
* [[Geometri diferensial]]{{stage short|50%}} —
* [[Geometri Euklides]]{{stage short|50%}} —
* [[Geometri non-Euklides]]{{stage short|75%}} —
* [[Geometri projektif]]<s>{{stage short|75%}}</s> —
* [[Geometri RiemannianRiemann]]{{stage short|75%}} —
 
== Cabang kontemporer ==
* [[Geometri mutlakafin]]{{stage short|00%}}
* [[Geometri bidang]]
* [[Affine geometri]]{{stage short|00%}}
* [[Geometri bilangan]]
* [[Penggunaan Archimedes infinitesimal]]{{stage short|00%}}
* [[Geometri birasional]]{{stage short|00%}}
* [[Geometri kompleksbola]]{{stage short|00%}}
* [[Geometri kombinatorialcembung]]{{stage short|00%}}
* [[Geometri komputasi]]{{stage short|00%}}
* [[Geometri konformal]]{{stage short|00%}}
* [[Geometri padat yang konstruktif]]{{stage short|00%}}
* [[Geometri kontak]]{{stage short|00%}}
* [[Geometri cembung]]{{stage short|00%}}
* [[Geometri deskriptif]]{{stage short|00%}}
* [[Geometri digital]]{{stage short|00%}}
* [[Geometri deskretdiskret]]{{stage short|00%}}
* [[Geometri jarakeliptik]]{{stage short|00%}}
* [[Geometri elipsenumeratif]]{{stage short|00%}}
* [[Geometri pencacahanepipolar]]{{stage short|00%}}
* [[Geometri epipolarhiperbolik]]{{stage short|00%}}
* [[Geometri hinggainformasi]]{{stage short|00%}}
* [[Geometri angkaintegral]]{{stage short|00%}}
* [[Geometri hiperbolikinversif]]{{stage short|00%}}
* [[Geometri informasijarak]]{{stage short|00%}}
* [[Geometri integralhingga]]{{stage short|00%}}
* [[Geometri inversKlein]]{{stage short|00%}}
* [[Geometri kompleks]]
* [[Klein geometri]]{{stage short|00%}}
* [[Geometri bola Liekombinatorial]]{{stage short|00%}}
* [[Geometri komputasi#Geometri komputasi numerik|Geometri numerik]]{{stage short|00%}}
* [[Geometri terurutkonformal]]{{stage short|00%}}
* [[Geometri kontak]]{{stage short|00%}}
* [[Geometri parabola (geometri diferensial)|Geometri parabola]]{{stage short|00%}}
* [[Geometri bidang Euklideskuantum]] {{stage short|00%}}
* [[Geometri bidangManhattan]]{{stage short|00%}}
* [[Geometri kuantummutlak]]{{stage short|00%}}
* [[Geometri komputasi#Geometri komputasi numerik|Geometri numerik]]
* [[Geometri padat yang konstruktif]]{{stage short|00%}}
* [[Geometri parabola (geometri diferensial)|Geometri parabola]]{{stage short|00%}}
* [[Geometri sferis Lie]]
* [[Geometri terurut]]
* [[Geometri Ruppeiner]]{{stage short|00%}}
* [[Geometri bola]]{{stage short|50%}}
* [[Geometri simbolis]]{{stage short|00%}}
* [[Geometri sintetis]]{{stage short|00%}}
* [[Geometri sistolik]]{{stage short|00%}}
* [[Geometri taksibab]]{{stage short|00%}}
* [[Geometri torik]]{{stage short|00%}}
* [[Geometri transformasi]]{{stage short|00%}}
* [[Geometri tropis]]{{stage short|00%}}
* [[Penggunaan Archimedes infinitesimal|Penggunaan infinitesimal Archimedes]]{{stage short|00%}}
 
== Sejarah geometri ==
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=== Pengukuran ===
 
* [[Bantalan (navigasi)|Bantalan]] {{stage short|00%}}
* [[Sudut]] {{stage short|50%}}
* [[Derajat (sudut)|Derajat]] {{stage short|75%}}
* [[menit busu|Menit]] {{stage short|00%}}
* [[Radian]] {{stage short|50%}}
* [[Lingkar]] {{stage short|00%}}
* [[Diameter]] {{stage short|75%}}
* [[BasisAlas (geometri)]] {{stage short|25%}}
 
=== Fungsi trigonometri ===
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* [[Daftar topik Aljabar]]{{stage short|00%}}
* [[Daftar topik kalkulus]]{{stage short|100%}}
* [[Daftar topik Teoriteori bilangan]]{{stage short|100%}}
 
== Bacaan lebih lanjut ==
*{{cite book | last = Rich | first = Barnett | title = Garis Besar Geometri Schaum | url = https://archive.org/details/geometryincludes0000rich_q9w7 |edition= 4th | publisher = McGraw-Hill | location = New York | year = 2009 | isbn = 978-0-07-154412-2 }}
 
[[Kategori:Garis besar Wikipedia]]