O'ZBЕKISTON RESPUBLIKASI AXBOROT TEXNOLOGIYALARI VA KOMMUNIKATSIYALARINI RIVOJLANTIRISH VAZIRLIGI
TOSHKЕNT AXBOROT TЕXNOLOGIYALARI UNIVЕRSITЕTI FARG`ONA FILIALI
“Ma'lumotlar tuzilmasi va algoritmlar” fanidan
REFERAT
Mavzu: Rekursiv va iterative algoritmlarni ishlatishga misol.
Bajardi: 714-18 guruh
Xabilov Ikromjon
Tekshirdi: _________________
Farg`ona_2020
Mavzu: Rekursiv va iterative algoritmlarni ishlatishga misol.
Reja:
Rekursiv funksiyalar.
Faktorial uchun funksiyalar.
Qayta yuklanuvchi funksiyalar.
Qayta yuklanuvchi funksiyalardan foydalanish.
Rekursiv funksiyalar:[1(205-211), 3(69-72)] Yuqorida qayd qilingandek rekursiya deb funksiya tanasida shu funksiyaning o‘zini chaqirishiga aytiladi. Rekursiya ikki xil bo‘ladi:
oddiy – agar funksiya o‘z tanasida o‘zini chaqirsa;
2)vositali – agar birinchi funksiya ikkinchi funksiyani chaqirsa, ikkinchisi esa o‘z navbatida birinchi funksiyani chaqirsa.
Odatda rekursiya matematikada keng qo‘llaniladi. Chunki aksariyat matematik formulalar rekursiv aniqlanadi. Misol tariqasida faktorialni hisoblash formulasini
![](data:image/png;base64,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)
va sonning butun darajasini hisoblashni ko‘rishimiz mumkin:![](data:image/png;base64,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)
Do'stlaringiz bilan baham: |