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171
QURILISH ISHLAB CHIQARISH HAJMIGA INVESTITSIYALAR
TA’SIRINI EKONOMETRIK BAHOLASH
R.A. Xurramov
Termiz davlat universiteti o’qituvchisi
B.E. Turayev
Termiz davlat universiteti katta o’qituvchisi, i.f.f.d.
Annotatsiya.
Mazkur maqolada qurilish ishlab chiqarish hajmiga investitsiyalar
ta’sirining regression tahlili amalga oshirilgan. Avtoregressiya modeli tuzish orqali
qisqa va uzoq muddatli istiqboldagi o’zgarishlar haqida xulosalar qilingan.
Kalit so‘zlar:
model, avtoregressiya, regressiya tenglamasi, Styudent t mezoni,
Fisher, instrumental o`zgaruvchi.
Surxondaryo viloyati qurilish ishlab chiqarish hajmiga investitsiyalarning
ta’sirini baholash maqsadida 2010-2023 yillarga mo’ljallangan ma’lumotlar
1-jadval
Surxondaryo viloyati qurilish ishlab chiqarish hamda investitsiyalar hajmi
ko’rsatkichlari
1
Yillar
𝒚
𝒙
Yillar
𝒚
𝒙
2010
335,9
655,3
2017
1 827,0
3 551,0
2011
470,6
802,9
2018
2 879,7
7 240,6
2012
605,3
980,3
2019
3 979,7
11 835,1
2013
849,5
1 371,0
2020
4 774,7
10 068,2
1
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2014
1 051,5
1 509,1
2021
5 868,4
12 037,8
2015
1 351,3
1 843,6
2022
6 521,9
11 569,4
2016
1 554,8
2 142,4
2023
7 353,3
17 956,0
Investitsiyalarning qurilish ishlab chiqarish hajmiga qisqa va uzoq muddatli
ta’sirini baholashda avtoregressiya modellari qo’l keladi.
𝐴𝑅(1) + 𝑥
modeli umumiy
ko’rinishi quyidagicha:
𝑦
𝑡
= 𝑎 + 𝑏
0
∙ 𝑥
𝑡
+ 𝑐
1
∙ 𝑦
𝑡−1
+ 𝑒
𝑡
(1)
Ushbu modelni hisoblash uchun dastlab instrumental o‘zgaruvchini baholovchi
model tuzish talab etiladi:
𝑦̂
𝑡−1
= 𝑑
0
+ 𝑑
1
⋅ 𝑥
𝑡−1
(2)
(2) modelni baholash uchun natijaviy hamda omil belgilarning
𝑡 − 1
davr uchun
laglarini aniqlashimiz zarur (2-jadval).
2-jadval
Surxondaryo viloyati qurilish ishlab chiqarish va asosiy kapitalga o‘zlashtirilgan
investitsiyalar hajmi ko’rsatkichlarning
𝒕 − 𝟏
davrdagi qiymatlari
2
Yillar
𝒚
𝒕
𝒙
𝒕
𝒚
𝒕−𝟏
𝒙
𝒕−𝟏
2010
335,9
655,3
-
-
2011
470,6
802,9
335,9
655,3
2012
605,3
980,3
470,6
802,9
2013
849,5
1 371,0
605,3
980,3
2014
1 051,5
1 509,1
849,5
1 371,0
2015
1 351,3
1 843,6
1 051,5
1 509,1
2016
1 554,8
2 142,4
1 351,3
1 843,6
2
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173
2017
1 827,0
3 551,0
1 554,8
2 142,4
2018
2 879,7
7 240,6
1 827,0
3 551,0
2019
3 979,7
11 835,1
2 879,7
7 240,6
2020
4 774,7
10 068,2
3 979,7
11 835,1
2021
5 868,4
12 037,8
4 774,7
10 068,2
2022
6 521,9
11 569,4
5 868,4
12 037,8
2023
7 353,3
17 956,0
6 521,9
11 569,4
Gretl dasturida OLS usulidan foydalanib 2-jadvaldagi lag ko’rsatkichlarining
regression bog‘lanishini baholaymiz (3-jadval).
3-jadval
Regression tahlil natijalari
3
Model 2: OLS, using observations 2011-2023 (T = 13)
Dependent variable: yt1
Coefficient
Std. Error
t-ratio
p-value
xt-1
0.464409
0.0256488
18.11
<0.0001
***
Mean dependent var
2466.947 S.D. dependent var
2138.834
Sum squared resid
4731975 S.E. of regression
627.9580
Uncentered R-squared
0.964690 Centered R-squared
0.913800
F(1, 12)
327.8440 P-value(F)
4.44e-10
Log-likelihood
−101.6781 Akaike criterion
205.3562
Schwarz criterion
205.9211 Hannan-Quinn
205.2400
rho
0.444907 Durbin-Watson
1.079236
3
Mualliflar ishlanmasi
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3-jadvaldan
𝑦̂
𝑡−1
instrumental
o‘zgaruvchini aniqlovchi regressiya
tenglamasining umumiy ko‘rinishi
𝑦̂
𝑡−1
= 0,464409 ⋅ 𝑥
𝑡−1
(3)
kabi bo’ladi.
Ushbu (3) model bo’yicha Fisherning F mezonining hisoblangan qiymati
𝐹
ℎ𝑖𝑠
=
327,844
ga teng. Bu esa
𝑑𝑓
1
= 𝑚 = 1
va
𝑑𝑓
2
= 𝑛 − 1 − 1 = 12
erkinlik darajasida
hamda,
𝛼 = 0,05
ahamiyatlilik darajasidagi Fisherning jadval qiymati
𝐹
𝑗𝑎𝑑
= 4.75
dan
katta. Shuningdek (3) modelning parametrlari bo‘yicha Styudentning t mezoni
qiymatlari
𝑡
𝑑
1
= 18,11
ga teng, bu esa
𝛼 = 0,05
ahamiyatlilik darajasi hamda
𝑑𝑓 =
𝑛 − 𝑚 = 13
erkinlik darajasida Styudentning t mezoni jadval qiymati
𝑡
𝑗𝑎𝑑
= 2,16
dan
katta. Shu sababli model statistik ahamiyatga ega hisoblanadi.
𝑦̂
𝑡−1
instrumental o‘zgaruvchining nazariy qiymatlarini aniqlaymiz. (4-jadval).
4-jadval
Instrumental o’zgaruvchining nazariy qiymatlari
4
Yillar
𝒚
𝒕
𝒙
𝒕
𝒚
𝒕−𝟏
𝒙
𝒕−𝟏
𝒚
̂
𝒕−𝟏
2010
335,9
655,3
-
-
-
2011
470,6
802,9
335,9
655,3
304,3
2012
605,3
980,3
470,6
802,9
372,9
2013
849,5
1 371,0
605,3
980,3
455,3
2014
1 051,5
1 509,1
849,5
1 371,0
636,7
2015
1 351,3
1 843,6
1 051,5
1 509,1
700,9
2016
1 554,8
2 142,4
1 351,3
1 843,6
856,2
2017
1 827,0
3 551,0
1 554,8
2 142,4
995,0
2018
2 879,7
7 240,6
1 827,0
3 551,0
1 649,1
4
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175
2019
3 979,7
11 835,1
2 879,7
7 240,6
3 362,6
2020
4 774,7
10 068,2
3 979,7
11 835,1
5 496,3
2021
5 868,4
12 037,8
4 774,7
10 068,2
4 675,8
2022
6 521,9
11 569,4
5 868,4
12 037,8
5 590,4
2023
7 353,3
17 956,0
6 521,9
11 569,4
5 372,9
4-jadvaldagi
𝑦
𝑡
,
𝑥
𝑡
hamda
𝑦̂
𝑡−1
o‘zgaruvchilar ishtirokida (1) modelni baholash
mumkin. Buning uchun yana Gretl imkoniyatlaridan foydalandik. (5-jadval).
5-jadval
Regression tahlil natijalari
5
Model 2: OLS, using observations 2011-2023 (T = 13)
Dependent variable: y
Coefficient
Std. Error
t-ratio
p-value
const
346.814
187.231
1.852
0.0937
*
x
0.216391
0.0574790
3.765
0.0037
***
yt-1_fitted
0.546096
0.149724
3.647
0.0045
***
Mean dependent var
3006.744 S.D. dependent var
2422.853
Sum squared resid
1933064 S.E. of regression
439.6662
R-squared
0.972558 Adjusted R-squared
0.967070
F(2, 10)
177.2045 P-value(F)
1.56e-08
Log-likelihood
−95.85904 Akaike criterion
197.7181
Schwarz criterion
199.4129 Hannan-Quinn
197.3697
rho
0.399093 Durbin-Watson
1.173993
Test for normality of residual -
Null hypothesis: error is normally distributed
5
Mualliflar ishlanmasi
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Test statistic: Chi-square(2) = 1.99324
with p-value = 0.369125
3-jadvalga ko’ra avtoregressiya tenglamamiz:
𝑦
𝑡
= 346,814 + 0,216391𝑥
𝑡
+ 0,546096𝑦
𝑡−1
(4)
ko‘rinishga ega bo‘ladi. (4) modeldan ko‘rinib turibdiki qisqa muddatli multiplikator
𝑏
0
= 0,216391
ga, uzoq muddatli multiplikator
𝑏 =
𝑏
𝑜
1−𝑐
=
0,216391
1−0,546096
= 0,476733
ga
teng. Xulosa, shunday qilib
𝑥
𝑡
- asosiy kapitalga o‘zlashtirilgan investitsiyalar
hajmining 1 mlrd so‘mga ortishi
𝑦
𝑡
- qurilish ishlab chiqarish hajmini o‘rtacha 0,216391
mlrd so‘mga oshiradi.
𝑥
𝑡
ning uzoq muddatda 1 mlrd so‘mga oshishi esa,
𝑦
𝑡
ni
0,546096 mlrd so‘mga oshiradi.
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11
(11), 704-709.
