IKKI TEKISLIKNING PERSPEKTIV AFFIN MOSLIGI VA UNING ARXITEKTURA DIZAYNIDAGI ROLI
Keywords:
Tekislik, parallel proyeksiyalash, perspektiv affin moslik, geometrik transformatsiyalar, arxitektura dizayni, geometrik modellashtirish, shakllarning ko’chishi, matematik modellarAbstract
Ushbu maqolada ikki tekislik orasidagi perspektiv affin moslik
tushunchasi va uning arxitektura dizaynidagi o‘rni tahlil qilinadi. Maqolada affin
moslikning geometrik va matematik asoslari, shu jumladan matritsalar yordamida ikki
tekislik orasidagi transformatsiyalarni hisoblash usullari ko‘rib chiqiladi. Perspektiv affin
moslikning arxitektura dizaynida qo‘llanilishi, ya'ni shakllar va fazolarni aniq va samarali
tarzda yaratishda qanday yordam berishi haqida fikrlar bildiriladi. Maqolada matematik
modellashning arxitektura shakllarini yaratishdagi roli tahlil qilinadi va bu metodning
murakkabliklari hamda afzalliklari muhokama qilinadi.
References
Hartley, R., & Zisserman, A. (2004). Multiple View Geometry in Computer Vision (2nd
ed.). Cambridge University Press.
Haralick, R. M., & Shapiro, L. G. (1992). Computer and Robot Vision. Addison-Wesley.
Möller, M. A. (1987). Geometrical Methods in the Theory of Perspective.
Neff, W. P. (1992). Mathematical Methods in Computer Graphics and Computer-Aided
Design. Academic Press.
Zhang, Z. (1999). "A flexible new technique for camera calibration." IEEE Transactions
on Pattern Analysis and Machine Intelligence, 22(11), 1330-1334.
Brown, D. C. (1971). "Close-range camera calibration." Photogrammetric Engineering,
(8), 855-866.
Harris, C. (2003). Geometric Transformations for 3D Computer Vision. Cambridge
University Press.
López, J. (2012). Digital Geometry Processing in Architecture. Springer.
Hartley, R., & Zisserman, A. (2004). Multiple View Geometry in Computer Vision.
Cambridge University Press.




