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Projective Klingenberg planes constructed with dual local rings

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Akademik Birimler

Kurum Yazarları

Dayıoğlu, Abdurrahman
Çelik, Basri

Yazarlar

Simos, ‪Theodore E.

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American Institute of Pyhsics

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In this paper, we show that D + D(epsilon) is a local ring under usual operations where D is a division ring. Also we construct a projective Klingenberg plane over D + D(epsilon).

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Konusu

Mathematics, Projective Klingenberg plane, Local ring

Alıntı

Dayıoğlu, A. ve Çelik, B. (2011). Projective Klingenberg planes constructed with dual local rings". ed. T. E. Simons. Numerical Analysis and Applied Mathematics Icnaam 2011: International Conference on Numerical Analysis and Applied Mathematics, 1389, 308-311.

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