Eshboyev umid shuxratovich

ESHBOYEV UMID SHUXRATOVICH
“Parabolik tenglamalar uchun teskari evolyutsion masalalarni Phytonga sonli madellashtirish.” mavzusidagi
Mutaxassislik: 70610201 – Kompyuter tizimlari va ularning dasturiy ta’minoti (tarmoqlar va sohalar bo’yicha)
Magistr akademik darajasini olish uchun yozilgan

TAQDIMOT ISHI
1
MUNDARIJA
Kirish ………………………………………………………………………..
I bob. Parabolik tenglamalar uchun teskari evolyutsion masalalarning qo`yilishi va yechish usullari.
1.1 Masalaning qo`yilishi..................................................................................
1.2. Boshlang`ich shartlarning qo`zg`atilishi....................................................
1.3. Taqribiy yechimning aniq yechimga yaqinlashishi...................................
1.4. Ayirmali nolakal masalalar.......................................................................
I bob yuzasidan xulosa……………………………….…………………………
II bob. Parabolik tenglamalar uchun teskari evolyutsion masalalarni yechish uchun regulyar ayirmali sxemalar
2.1.Ayirmali sxemalarni regulyarlashtirish prinsipi.......................................
2.2.Teskari vaqtli masala................
2.3.Kvaziobrashinya usuli....................................................................
2.4. regulyarlashgan azzitiv sxemalar......................................
II bob yuzasidan xulosa...........................................................................................
III bob. Parabolik tenglamalar uchun teskari evolyutsion masalalarni sonli yechish.
3.1. teskari masalalarning qo`yilishi............................................
3.2. teskari masalani sonli yechish algaritimi.....................
3.3. teskari masalani yechishning Python tilidagi dasturi...............
3.4. Olingan natijalar..................................................................