Ekonometrik model – bu

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Ekonometrik model – bu-fayllar.org
IBODULLA SHAYMARDONOV, 456, Аnnоtаtsiya , 1-amaliy, 2-amaliy , 39, 1-ma\'ruza, Pedagogika tarixi fan sifatida. Ibtidoiy jamoada tarbiya. Eng qa, kommunikativ qobiliyat ped.ta\'sir ko\'rsatish, Тарбия. 1 Мавзу, 22-MAVZU INKLYUZIV TA\'LIM, 3876-Текст статьи-9694-1-10-20201214, 9Галогенли хосилалар, e9c59efaa1dee9aa95caca6f24e7ac53 Ona tili va uni o`qitish metodikasi , Reja Тa’lim mazmuni. Ta’lim metodlari va usullari haqida ma’lum

Bu sahifa navigatsiya:

• Dispersiyani (torttirilmagan) aniqlovchi bandni ko`rsating
• Dispersiyani (torttirilgan) aniqlovchi bandni ko`rsating
• O`rtacha kvadratik farqni (torttirilmagan) aniqlovchi bandni ko`rsating
• O`rtacha kvadratik farqni (torttirilgan) aniqlovchi bandni ko`rsating
• Eng kichik kvadratlar usuli quyidagi formula bilan ifodalanadi

Variatsion qator – bu: ==== Belgining o`zgarishidir; ==== O`zgaruvchi belgining konkret ifodasi; ==== #O`zgaruvchi belgining miqdorlari majmuasi; ==== Qatorning ekstremal qiymatlari farqi. ++++ Variatsiya chegarasi – bu: ==== Belgining o`zgarishidir; ==== O`zgaruvchi belgining konkret ifodasi; ==== O`zgaruvchi belgining miqdorlari majmuasi; ==== #Qatorning ekstremal qiymatlari farqi. ++++ Dispersiyani (torttirilmagan) aniqlovchi bandni ko`rsating: ==== #Sigma^2 = [SUMM(X-Xo′rt)^2]/n; ==== Sigma^2 = [SUMM(X-Xo′rt)^2 * m]/SUMM(m); ==== Sigma = SQRT [SUMM(X-Xo′rt)^2]/n; ==== Sigma = SQRT [SUMM(X-Xo′rt)^2 * m]/SUMM(m). ++++ Dispersiyani (torttirilgan) aniqlovchi bandni ko`rsating: ==== Sigma^2 = [SUMM(X-Xo′rt)^2]/n; ==== #Sigma^2 = [SUMM(X-Xo′rt)^2 * m]/SUMM(m); ==== Sigma = SQRT [SUMM(X-Xo′rt)^2]/n; ==== Sigma = SQRT [SUMM(X-Xo′rt)^2 * m]/SUMM(m). ++++ O`rtacha kvadratik farqni (torttirilmagan) aniqlovchi bandni ko`rsating: ==== Sigma^2 = [SUMM(X-Xo′rt)^2]/n; ==== Sigma^2 = [SUMM(X-Xo′rt)^2 * m]/SUMM(m); ==== #Sigma = SQRT [SUMM(X-Xo′rt)^2]/n; ==== Sigma = SQRT [SUMM(X-Xo′rt)^2 * m]/SUMM(m). ++++ O`rtacha kvadratik farqni (torttirilgan) aniqlovchi bandni ko`rsating: ==== Sigma^2 = [SUMM(X-Xo′rt)^2]/n; ==== Sigma^2 = [SUMM(X-Xo′rt)^2 * m]/SUMM(m); ==== Sigma = SQRT [SUMM(X-Xo′rt)^2]/n; ==== #Sigma = SQRT [SUMM(X-Xo′rt)^2 * m]/SUMM(m). ++++ Eng kichik kvadratlar usuli quyidagi formula bilan ifodalanadi: ==== S=SUMM(Y-Yt o′rt)^2 → max; ==== S=SUMM(Yt o′rt - Y)^2 → min; ==== #S=SUMM(Y-Yt o′rt)^2 → min; ==== S=SUMM(Y+Yt o′rt)^2 → min. ++++ Download 28,89 Kb.

Download 28,89 Kb.