M. CHALID FANSURY, 1217031042 (2016) FAKTORISASI PADA IDEAL RING QUADRATIC √. FAKULTAS MATEMATIKA DAN ILMU PENGETAHUAN ALAM, UNIVERSITAS LAMPUNG.
|
File PDF
ABSTRACT.pdf Download (148Kb) | Preview |
|
|
File PDF
ABSTRAK.pdf Download (116Kb) | Preview |
|
|
File PDF
COVER DALAM.pdf Download (220Kb) | Preview |
|
|
File PDF
COVER LUAR.pdf Download (39Kb) | Preview |
|
|
File PDF
DAFTAR ISI.pdf Download (187Kb) | Preview |
|
|
File PDF
MOTO.pdf Download (42Kb) | Preview |
|
|
File PDF
PENGESAHAN.pdf Download (152Kb) | Preview |
|
|
File PDF
PERNYATAAN.pdf Download (86Kb) | Preview |
|
|
File PDF
PERSEMBAHAN.pdf Download (62Kb) | Preview |
|
|
File PDF
PERSETUJUAN.pdf Download (155Kb) | Preview |
|
|
File PDF
RIWAYAT HIDUP.pdf Download (36Kb) | Preview |
|
|
File PDF
SANWACANA.pdf Download (208Kb) | Preview |
|
|
File PDF
BAB I.pdf Download (221Kb) | Preview |
|
|
File PDF
BAB II.pdf Download (315Kb) | Preview |
|
|
File PDF
BAB III.pdf Download (144Kb) | Preview |
|
![[img]](http://digilib.unila.ac.id/style/images/fileicons/text.png) |
File PDF
BAB IV.pdf Restricted to Hanya pengguna terdaftar Download (323Kb) |
|
|
File PDF
BAB V.pdf Download (147Kb) | Preview |
|
|
File PDF
DAFTAR PUSTAKA.pdf Download (36Kb) | Preview |
Abstrak (Berisi Bastraknya saja, Judul dan Nama Tidak Boleh di Masukan)
Untuk bilangan bulat kuadrat bebas d selain 1 Misalkan, [√ ] { √ } Selanjutnya K disebuat lapangan kudratik dan memiliki dua variabel himpunan bilangan rasional Q, bentuk bilangan dari K adalah { √ } dan { ( √ ) } Untuk , himpunan ( ) ̅ dan ( ) ̅ masing-masing disebut trace dan norm dari . Setiap ideal di yang dibangun oleh elemen Z adalah ideal utama. Jika sebuah ideal di mempunyai 1 elemen dari Z yang relative prima, maka ideal tersebut merupakan ideal unit. Kemudian misalkan (2) ideal di dengan dan ideal ( ) dapat difaktorkan. Key Words : kuadrat bebas, ideal prima, ideal unit, trace, norm, irreducible, ring quadratic. abstrak bahasa inggris For a square free integer d other than 1 Let, [√ ] { √ } Next, K is called quadratic field and it has two variable set of rational number Q, the form number of K is, { √ } and { ( √ ) } For , set of ( ) ̅ and ( ) ̅ itself is called trace and norm from . Every ideal in that built by element Z is principal ideal. If an ideal in has 1 element from Z that relatively prime, then that ideal is unit ideal. Then let (2) ideal in with and ideal ( ) can be factorized. Key Words : square free, principal ideal, unit ideal, trace, norm, irreducible, ring quadratic.
| Jenis Karya Akhir: | Skripsi |
|---|---|
| Subyek: | > QA Mathematics |
| Program Studi: | FAKULTAS MIPA > Prodi Matematika |
| Pengguna Deposit: | 7071054 . Digilib |
| Date Deposited: | 15 Feb 2016 04:03 |
| Terakhir diubah: | 15 Feb 2016 04:03 |
| URI: | http://digilib.unila.ac.id/id/eprint/21030 |
Actions (login required)
 |
Lihat Karya Akhir |
