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Bir o'lchovli splaynlar asosida funksional bog'liqlik metodlarini modellashtirish.

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MAQOLA ANNOTATSIYASI

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Maqolada splayn funksiyalarning teng yaqinlashuvi asosida maxsus hisoblash qurilmalarni ishlab chiqish muammolari ko’rib chiqiladi. Bundan tashqari, maxsus funksiyalar sinflarining realizatsiyasi uchun mo’ljallangan metodlar va kompyuterlarga mo’ljallangan algoritmlar tahlil qilinadi.

MUALLIFLAR

A.Mirzaev

TATU

S.Xalilov

TATU

Teglar

# аппроксимация# Cubic spline# approximation# interpolation# signal# кубический сплайн# интерполяция# сигнал# Kubik splayn# approksimatsiya# interpolatsiya

SHU JURNALDAGI BOSHQA MAQOLALAR

Maqolani baholang

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Maqola idintifikatorlari

Foydalanilgan adabiyotlar

Зайниддинов Х.Н., Хамдамов Ў.Р., Мирзаев А.Э. Piecewise basic methods of processing of aggregate signals on the basis of many-dimensional basic splines // The Second International Conference In Central Asia on Internet The Next Generation of Mobile, Wireless and Optical Communication Networks (ICI 2006), September 19-21, 2006. – Таshkent, 2006. – IEEE Catalog Number: 06EX1492C with: ISBN: 1-4244-0543-2.

Мирзаев А.Э., Халилов С.П. Analysis and modeling specialized processor for digital signal processing on the piecewise-polynomial bases // Perspectives for the development of information technologies ITPA 2014: transactions of the international scientific conference, November 4-5, 2014. – Tashkent, 2014. – Pp. 189-193.

Hakimjon Z., Kim S.S., Mirzaev A. Piecewise-Polynominal Bases for Digital Signal Processing // International Journal of Ubiquitous Computing and Internationalization. – 2011. – Vol .3. – № 1. – Pp. 59-65.

Mirzaеv A.E., Mirvorisov J.B. Funksiyalarni yaqinlashtirish masalasi modеllari // TATU xabarlari jurnali. – Toshkеnt, 2011. – № 3. – B. 58-60.

Mirzaеv A.E., Xalilov S.P. Signallarni qayta tiklashdagi intеrpolyatsiya masalasi va intеrpolyatsion kubik splaynning ahamiyati // TATU xabarlari jurnali. – Toshkеnt, 2011. – № 1. – B. 20-25.