What is the translation of " NON-EUCLIDEAN GEOMETRI " in English?

• non-euclidean geometry
• non-euclidean geometries

Examples of using Non-euclidean geometri in Indonesian and their translations into English

Non-Euclidean geometri Untuk.
Non-Euclidean geometery based on.

Untuk aljabar planar, non-Euclidean geometri muncul dalam kasus lain.
For planar algebra, non-Euclidean geometry arises in the other cases.

Non-Euclidean geometri aljabar planar mendukung kinematik dalam pesawat.
The non-Euclidean planar algebras support kinematic geometries in the plane.

Dalam The Brothers Karamazov, Dostoevsky membahas non-Euclidean geometri melalui karakter Ivan utamanya.
In The Brothers Karamazov, Dostoevsky discusses non-Euclidean geometry through his main character Ivan.

Non-Euclidean geometri sering membuat penampilan dalam karya fiksi ilmiah dan fantasi.
Non-Euclidean geometry often makes appearances in works of science fiction and fantasy.“.

Beberapa penulis modern yang masih menganggap non-euclidean geometri dan geometri hiperbolik menjadi sinonim.
Several modern authors still consider"non-Euclidean geometry" and"hyperbolic geometry" to be synonyms.

Non-Euclidean geometri kadang-kadang terhubung dengan pengaruh horor abad ke-20 penulis fiksi HP Lovecraft.
Non-Euclidean geometry is sometimes connected with the influence of the 20th century horror fiction writer H….

Dalam mencoba untuk membuktikan postulat kesejajaran dia sengaja membuktikan properti dari angka di non-euclidean geometri.
In trying to prove the parallels postulate, he accidentally proved properties of figures in non-Euclidean geometries.

Non-Euclidean geometri kadang-kadang terhubung dengan pengaruh horor abad ke-20 penulis fiksi HP Lovecraft.
Non-Euclidean geometry is sometimes connected with the influence of the 20th century horror fiction writer H. P. Lovecraft.

Perdebatan yang akhirnya menyebabkan penemuan non-Euclidean geometri mulai segera setelah Elements karya Euclid ditulis.
The debate that eventually led to the discovery of non-Euclidean geometries began almost as soon as Euclid's work Elements was written.

Ada banyak sekali geometri yang tidak geometri Euclidean, tetapi hanya dua yang disebut sebagai non-Euclidean geometri.
There are a great many geometries which are not Euclidean geometry, but only these two are referred to as the non-Euclidean geometries.

Dalam model ini konsep-konsep non-Euclidean geometri sedang diwakili oleh objek Euclidean dalam pengaturan Euclidean.
In these models the concepts of non-Euclidean geometries are being represented by Euclidean objects in a Euclidean setting.

Saccheri kemudian mempelajari hipotesis sudut lancip dan banyak teorema yang berasal dari non-Euclidean geometri tanpa menyadari apa yang ia lakukan.
Saccheri then studied the hypothesis of the acute angle and derived many theorems of nonEuclidean geometry without realising what he was doing.

Itu Gauss yang menciptakan istilah non-euclidean geometri[ 10] Dia merujuk pada karyanya sendiri yang hari ini kita sebut geometri hiperbolik.
It was Gauss who coined the term"non-Euclidean geometry".[59] He was referring to his own, unpublished work, which today we call hyperbolic geometry..

Teorema-teorema bersama dengan alternatif mereka mendalilkan, seperti aksioma Playfair s, memainkan peran penting dalam perkembangan selanjutnya dari non-Euclidean geometri.
These theorems along with their alternative postulates, such as Playfair's axiom, played an important role in the development of non-Euclidean geometry.

Namun, sekarang banyak lainnya konsisten diri non-Euclidean geometri diketahui, yang pertama yang telah ditemukan pada awal abad 19.
Today, however, many other self-consistent non-Euclidean geometries are known, the first ones having been discovered in the early 19th century.

Non-Euclidean geometri, meskipun diasimilasi oleh peneliti dipelajari, terus menjadi tersangka bagi mereka yang tidak memiliki paparan konsep hiperbolis dan elips.
Non-Euclidean geometry, though assimilated by learned investigators, continues to be suspect for those not having exposure to hyperbolic and elliptical concepts.

Sidis mengajar 3 kelas Euclidean geometri, non-Euclidean geometri, dan trigonometri( dia menulis buku Euclidean Geometri dalam bahasa Yunani).
Sidis taught three classes: Euclidean geometry, non-Euclidean geometry, and trigonometry(he wrote a textbook for the Euclidean geometry course in Greek).

Ia menjadi yang pertama menemukan umum geometrik solusi dari persamaan kubik dan belajar trading Forex kaskus meletakkan dasar bagi pengembangan geometri analitik dan non-Euclidean geometri.
He later became the first to find general geometric solutions of cubic equations and laid the foundations for the development of analytic geometry and non-Euclidean geometry.

Robert Heinlein, The Number of the Beast menggunakan non-Euclidean geometri untuk menjelaskan transportasi seketika melalui ruang dan waktu dan antara alam semesta paralel dan fiksi.
Robert Heinlein's The Number of the Beast utilizes non-Euclidean geometry to explain instantaneous transport through space and time and between parallel and fictional universes.

Akibatnya, geometri hiperbolik disebut Bolyai-Lobachevskian geometri, baik sebagai matematikawan, independen satu sama lain, adalah penulis dasar non-Euclidean geometri.
Consequently, hyperbolic geometry is called Bolyai-Lobachevskian geometry, as both mathematicians, independent of each other, are the basic authors of non-Euclidean geometry.

Sidis mengajar tiga kelas: geometri Euclidean, non-Euclidean geometri, dan trigonometri( dia menulis sebuah buku untuk kursus geometri Euclid dalam bahasa Yunani).
Sidis taught three classes: Euclidean geometry, non-Euclidean geometry, and trigonometry(he wrote a textbook for the Euclidean geometry course in Greek).

Geometri Euclidean, diberi nama oleh matematikawan Yunani Euclid, termasuk beberapa dari matematika tertua, non-Euclidean geometri tidak secara luas diterima sampai abad ke-19.
While Euclidean geometry, named after the Greek mathematician Euclid, includes some of the oldest known mathematics, non-Euclidean geometries were not widely accepted as legitimate until the 19th century.

Keberadaan non-Euclidean geometri berdampak pada kehidupan intelektual dari Inggris Victoria dalam banyak hal dan khususnya adalah salah satu faktor yang menyebabkan yang menyebabkan pemeriksaan ulang pengajaran geometri berdasarkan Euclid s Elemen.
The existence of non-Euclidean geometries impacted the intellectual life of Victorian England in many ways and in particular was one of the leading factors that caused a re-examination of the teaching of geometry based on Euclid's Elements.

Sementara geometri Euclidean, dinamaimatematikawan Yunani Euclid, termasuk beberapa dari matematika tertua, non-Euclidean geometri tidak secara luas diterima sebagai sah sampai abad ke-19.
While Euclidean geometry(named for the Greek mathematician Euclid) includes some of the oldest known mathematics, non-Euclidean geometries were not widely accepted as legitimate until the 19th century.

Dalam karya-karyanya, hal-hal tidak wajar banyak mengikuti hukum mereka sendiri yang unik geometri: Dalam Mythos Lovecraft yang Cthulhu, kota cekung dari R'lyeh dicirikan oleh non-Euclidean geometri.
In his works, many unnatural things follow their own unique laws of geometry In Lovecraft's Cthulhu Mythos, the sunken city of R'lyeh is characterized by its non-Euclidean geometry….

Dalam buku 1816 ia dibahas dalam bukti yang deduced yang kebenaran dari sa Euclidean lainnya dari axioms yang menyatakan bahwa dia percaya dalam keberadaan non-Euclidean geometri, walaupun dia agak kabur.
In a book review in 1816he discussed proofs which deduced the axiom of parallels from the other Euclidean axioms, suggesting that he believed in the existence of non-Euclidean geometry, although he was rather vague.

Dia dikritik karena menolak geometri hiperbolik sebagai dasar yang memuaskan untuk bukti Wiles', dengan kritikus menunjukkan bahwa teori himpunan aksiomatik( bukan geometri Euclid) kini menjadi landasan diterima bukti bahwa teori matematika dan set cukup kuat untuk mencakup baik Euclid dan non-Euclidean geometri serta geometri dan angka menambahkan.
Savant was criticized for rejecting hyperbolic geometry as a satisfactory basis for Wiles' proof, with critics pointing out that axiomatic set theory(rather than Euclidean geometry) is now the accepted foundation of mathematical proofs and that set theory is sufficiently robust to encompass both Euclidean and non-Euclidean geometry as well as geometry and adding numbers.