dc.contributor.advisor |
Özcan, Münevver |
|
dc.contributor.author |
Pekzorlu, Adnan |
|
dc.date.accessioned |
2017-01-10T06:52:42Z |
|
dc.date.available |
2017-01-10T06:52:42Z |
|
dc.date.issued |
2013-06 |
|
dc.date.submitted |
2013 |
|
dc.identifier.uri |
http://hdl.handle.net/11684/899 |
|
dc.description.abstract |
Bu tezde bazı sonlu halkalar üzerinde projektif doğrular ayrıntılı olarak incelenmiştir.
63. mertebeye kadar olan, değişmeli ve birimsele sahip olan halkalar üzerinde projektif
doğruların tablosu verilmiştir. Bunlardan 𝐺���������𝐹���������(2)[𝑥���������]/〈𝑥���������³ − 𝑥���������〉, 𝐺���������𝐹���������(2)[𝑥���������]/〈𝑥���������² − 𝑥���������〉,
ℤ₄[𝑥���������]/〈𝑥���������² − 3𝑥��������� − 3〉 bölüm halkaları, 𝐺���������𝐹���������(2) ⊗ 𝐺���������𝐹���������(2) ⊗ 𝐺���������𝐹���������(2), ℤ₄ ⊗ ℤ₄,
𝐺���������𝐹���������(3) ⊗ 𝐺���������𝐹���������(2) ⊗ 𝐺���������𝐹���������(4) direkt çarpım halkaları ve 𝐺���������𝐹���������(17) halkası gözönüne alınarak
bunlar üzerindeki projektif doğrular incelenmiştir. |
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dc.description.abstract |
In this thesis some projective lines over finite rings are examine. Projective lines over
commutative rings with units up to order 63 are given as a table. The projective line over the
factor rings 𝐺�����𝐹�����(2)[𝑥�����]/〈𝑥�����³ − 𝑥�����〉, 𝐺�����𝐹�����(2)[𝑥�����]/〈𝑥�����² − 𝑥�����〉, ℤ₄[𝑥�����]/〈𝑥�����² − 3𝑥����� − 3〉, the projective
lines over the product rings 𝐺�����𝐹�����(2) ⊗ 𝐺�����𝐹�����(2) ⊗ 𝐺�����𝐹�����(2), ℤ₄ ⊗ ℤ₄,
𝐺�����𝐹�����(3) ⊗ 𝐺�����𝐹�����(2) ⊗ 𝐺�����𝐹�����(4) and 𝐺�����𝐹�����(17) are examine in details. |
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dc.language.iso |
tur |
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dc.publisher |
ESOGÜ, Fen Bilimleri Enstitüsü |
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dc.rights |
info:eu-repo/semantics/openAccess |
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dc.subject |
Projektif Doğru |
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dc.subject |
Bölüm Halkası |
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dc.subject |
Direkt Çarpım Halkası |
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dc.subject |
Projective Line |
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dc.subject |
Factor Ring |
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dc.subject |
Product Ring |
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dc.title |
Distant uzaylar ve halkalar üzerinde projektif doğrular üzerine |
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dc.type |
masterThesis |
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dc.contributor.department |
ESOGÜ, Fen Edebiyat Fakültesi, Matematik ve Bilgisayar Bilimleri |
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