Tải bản đầy đủ (.doc) (65 trang)

ĐỀ TÀI: PHÂN TÍCH CÁC NHÂN TỐ TÁC ĐỘNG VÀ DỰ BÁO GIÁ VÀNG VIỆT NAM, KIỂM ĐỊNH TÍNH HIỆU QUẢ CỦA YẾU TỐ THÔNG TIN TRÊN THỊ TRƯỜNG VÀNG TIẾP CẬN BẰNG MÔ HÌNH VỞI PHƯƠNG PHÁP HỒI QUY HAI BƯỚC VÀ CÁC DẠNG MÔ HÌNH ARCHGARCH

Bạn đang xem bản rút gọn của tài liệu. Xem và tải ngay bản đầy đủ của tài liệu tại đây (432.83 KB, 65 trang )




CÔNG TRÌNH DỰ THI
GIẢI THƯỞNG NGHIÊN CỨU KHOA HỌC SINH VIÊN
“NHÀ KINH TẾ TRẺ – NĂM 2009”
PHÂN TÍCH CÁC NHÂN TỐ TÁC ĐỘNG VÀ
DỰ BÁO GIÁ VÀNG VIỆT NAM, KIỂM ĐỊNH TÍNH HIỆU QUẢ
CỦA YẾU TỐ THÔNG TIN TRÊN THỊ TRƯỜNG VÀNG TIẾP CẬN
BẰNG MÔ HÌNH VỞI PHƯƠNG PHÁP HỒI QUY HAI BƯỚC VÀ
CÁC DẠNG MÔ HÌNH ARCH-GARCH
 !"
MỤC LỤC
#$%&'()*+',-
-.'/0&1$/23$04+()$52*+',-
670(.0/',/28'09:*+',-
;<2$=>',',/28'09:*+',-
?/=@',1/A1',/28'09:*+',6
BC',/D+E/F+/G0%5$/H0$2I'04+()$52*+',6
J3$0&:0/.'/04+()$52*+',6
K-KLMNC O*+',;
-- NP$/:Q3$0:',0R:$/S$*=T',*+',;
---NP$/:Q3$(=T',0R:$/S$*=T',*+',;
--6NP$/:Q3$(=T',0:',$/S$*=T',*+',?
-6 NP$/:Q3$UV/W'/$H/X2Y:Q*+',?
-;NP$/:Q3$UV/W'//X2Y:Q/+2Z=[0*+',B
-?NP$/:Q3$UV/W'/"\"*+',J
-?-NP$/:Q3$UV/W'/"*+',J
-?6NP$/:Q3$UV/W'/"*+',]
-?;NP$/:Q3$UV/W'/"*+',^
-??NP$/:Q3$UV/W'/"*+',-_


-BA0',/28'09:$*=[0(`Q*+',
-B/:',1/`'$.0/*+',-6
K6abacd
efg O6h*+',-J
6-/`'(S'/0A0'/`'$<$A0(i',$[2,2A%5',*+',-J
6--2A%5',$/3,2[2*+',-J
6-6/jk<,2A$28:lm',*+',-n
6-;o,2A/<2(FA2*+',-^
6-?/S$*=T',0/9',E/FA'*+',6_
6-B2AlR:$/V$/3,2[2*+',6-
6-J2A%5',$*F',Y:AE/9*+',6;
6-n/p','/`'$<E/A0*+',6;
66/<',E8UV$q%5
r%G',%)l&:0A0'/`'$<$A0(i',$[2,2A%5',*+',6B
6;3$Y:q/X2Y:Q*+',6J
6;-V/W'//X2Y:Q1/7*+',6n
6;6V/W'//X2Y:Q0/.'/$/90*+',6]
6;;2sU(S'/0A0,2q$/:Q3$04+UV/W'/*+',6]
6;?C',/D+0A0/tk</X2Y:Q$*F',UV/W'/*+',6^
6?HZAF,2A%5',$*F',$/A',J%5$/A',n*+',;_
6?-HZAF0A0'/`'$<$A0(i',$[2,2A%5',*+',;_
6?6A'/,2AUV/W'/lHZAF*+',;-
6?;3$Y:qlHZAF*+',;-
K;du"e
"\"*+',;;
;-v`QlH',UV/W'/""*+',;;
;--vA0(S'/$.'/lw',04+0/:x2k<y2t:,2A%5',*+',;;
;-62sU(S'/$.'/lw',04+0/:x2k<y2t:*+',;?
;-;[0y=>',UV/W'/""*+',;J
;6v`QlH',UV/W'/"*+',;n

;6-2sU(S'/$.'/"$*F',UV/2'/""*+',;]
;663$Y:q=[0y=>',UV/W'/"*+',;^
;;v`QlH',UV/W'/"z"z"*+',?_
;;-v`QlH',UV/W'/"*+',?_
;;6v`QlH',UV/W'/"*+',?-
;;;v`QlH',UV/W'/"*+',?6
;;?3$/>1,2p+UV/W'/UV/W'/"%5"*+',?6
;?NH+0/G'UV/W'/lHZAF%5E3$Y:qlHZAF*+',?;
;?-NH+0/G'UV/W'/lHZAF*+',?;
;?63$Y:qlHZAF*+',??
K?N {|e
}|*+',?J
?-3$y:~'*+',?J
?6/p',E23'',/S()•:&$(sZW'/€',2A%5',$*F','=[0*+',?J
?;/p',/•'0/304+()$52*+',?]
52y2t:$/+UE/qF*+',?^
/7y70*+',B-
/7y70-*+',B-
/7y706*+',B6
/7y70;*+',B?
BẢNG VIẾT TẮT
"":$F,*‚kk2%‚
""":$F*‚,*‚kk2%‚'$‚,*+$‚lF%2',"%‚*+,‚
"":$F,*‚kk2%‚F'l2$2F'+y‚$‚*FkE‚l+k$202$Q
F'k:U‚**20‚'l‚•0/jk<,2A$28:lm',
0k,0/jk<,2A$28:lm',04+2t$+U
0k,UQ0/jk<,2A$28:lm',04+ƒ
l+:$/F,2AlR:$/V$/3,2[2
"‚'‚*+y2k‚l":$F,*‚kk2%‚F'l2$2F'+y‚$‚*FkE‚l+k$202$Q
"‚'‚*+y2k‚l":$F,*‚kk2%‚F'l2$2F'+y‚$‚*FkE‚l+k$202$Q2'$/‚‚+'

,%$,,2A%5',$/3,2[2
,%
$-
,2A%5',04+-$/A',$*=[0
"F%2',"%‚*+,‚
L„V',$Q%5',Z•0(AY:PL52L…'
$,$o,2A/<2(FA2\ L
$,†$-‡$o,2A/<2(FA2\ LY:AE/9
'0/jk<2'‚•
6LNLˆFL$+,‚N‚+k$LY:+*‚k
MỤC LỤC CÁC HÌNH TRONG BÀI NGHIÊN CỨU
W'/--2s:(X$/s/2t'U<2Y:+'/t,2p+0A0'/`'$<$[2,2A%5',*+',-;
W'/-62s:(X$/s/2t'U<2Y:+'/t,2p+0A0Z23'1/7$/:i0*+',-?
W'/6-2s:(X,2A%5',04+2t$+U%5,2A%5',$/3,2[2*+',-n
W'/662s:(X,2A%5',%2t$+U%50/jk<,2A$28:lm',†‡ƒ‰*+',-]
W'/6;2s:(X,2A%5',2t$+U%5$o,2A/<2(FA2\ L*+',-^
W'/6?2s:(X,2A%5',2t$+U%50/jk<0/9',E/FA'2'l‚•*+',6_
W'/6B2s:(X,2A%5',2t$+U%5,2AlR:$/V$/3,2[2*+',66
W'/6J/<',E8UV$q0A0'/`'$<$A0(i',$[2,2A%5',04+2t$+U*+',6B
W'/6nr%G',%)l&:04+0A0'/`'$<$A0(i',$[2,2A%5',*+',6J
W'/6]q',E3$Y:q/X2Y:Q,2A%5',$/‚F0/jk<,2A
04+2t$+U%5ƒ*+',6n
W'/6^3$Y:qUV/W'//X2Y:Q,2A%5',2t$+U
$/‚F0A0'/`'$<$A0(i',*+',6]
W'/6-_q',lHZAF0A0'/`'$<$A0(i',$[2,2A%5',$*F',$/A',J
%5$/A',n'ŠU6__^*+',;_
W'/6 3$Y:qlHZAF,2A%5',$*F',$/A',J%5$/A',n'ŠU6__^‰*+',;-
W'/;-2A%5',04+2t$+U$*F',,2+2(F•'†_-\6__]‹_J\6__^‡‰*+',;;
W'/;6X$/S1/`'1/<2l•',"Œ%5"Œ
04+0/:x2k<y2t:,2A%5',*+',;?

W'/;;2sU(S'/$.'/lw',04+0/:x2k<y2t:*+',;?
W'/;?2s:(X0/:x2k<y2t:,2A%5',E/2y&Qk+21/`'Z~0-*+',;B
W'/;B2q'(X1/`'1/<2l•',"Œ%5"Œ
k+:E/2y&Qk+21/`'Z~0-*+',;J
W'/;J2sU(S'/$.'/lw',04+0/:x2k<y2t:
k+:E/2y&Qk+21/`'Z~0-*+',;J
W'/;n3$Y:q=[0y=>',UV/W'/""*+',;n
W'/;]2sU(S'/$.'/"†-‡$*F',UV/W'/""*+',;]
W'/;^2sU(S'/$.'/"†6‡$*F',UV/W'/""*+',;^
W'/;-_3$Y:q=[0y=>',UV/W'/"†-‡*+',;^
W'/; 3$Y:q=[0y=>',UV/W'/"†-z-‡*+',?_
W'/;-63$Y:q=[0y=>',UV/W'/"†6z-‡*+',?-
W'/;-;3$Y:q=[0y=>',UV/W'/"†-•-‡*+',?6
W'/6-?3$Y:q=[0y=>',UV/W'/
"†6z-‡%5"†6z-‡*+',?;
W'/6-B3$Y:qlHZAF*+',??
W'/6-JX$/S,2A%5',$/H0$3%5,2A%5',lHZAF*+',??
/7y70-3$Y:q=[0y=>',%50A0E2sU(S'/
$*F',UV/W'//X2Y:Q1/7*+',B-
/7y7063$Y:q=[0y=>',%50A0E2sU(S'/
$*F',UV/W'//X2Y:Q0/.'/$/90*+',B6
/7y70;A0k+2k<$/<',E8$*F',UV/W'/lHZAF*+',B?
ĐẶT VẤN ĐỀ
1. Tính cấp thiết của đề tài
=ŽE/2'8Ž'E2'/$8•$*F','=@•00/:Q8•'(V•2k+',0@0/8•$/2‘$*=@Ž',zZ8'0+‘'/'/=’',
E8'/(`Ž:$=$*:Q8Ž'$/V•',$/2Ž(+’•:`•$/28‘'$/8U'/28Ž:E8'/(`Ž:$=U@•2$+‘F0/F'/+Ž
(`Ž:$='/=’',y=‘+0/F‘'1/F',1/:•%+Ž1/:Ž/@‘1%@•2$2Ž'//2Ž'/$+Ž20/2•'/0:•+U2Ž'/
*F',•:/=@•',$F+Ž'0`Ž:/F+•U@•0=•+%+Ž/V‘2'/`‘1(Š‘0Z28‘$y+Ž$=ŽE/228‘$+U,2+
'/`‘1$V•0/=•0$/=@',U+‘2$/8•,2@•2$/2Ž0@/V‘2(`Ž:$=',+ŽQ0+Ž',U@•*V‘',E/V',0/2•
$*F','=@•0U+Ž0FŽ'/=@•',$@•2$/2‘$*=@Ž',$/8•,2@•2

+Ž',(=@‘00F2y+ŽUV‘$$*F','/=’',E8'/(`Ž:$=$*:Q8Ž'$/V•',:Q'/28'$*F',$/@Ž2
EWE2'/$8•U@•0=•+'/=/28‘''+Q$/2Ž%+Ž',%`’'y+ŽUV‘$E8'/(`Ž:$=Y:+'$*F‘',F
(Š‘0$2•'/0:•+%+Ž',E/V',0/jy+ŽUV‘$0V',0:‘E2'/lF+'/U+Ž'F•0FŽ'y+Ž1/=@',$28‘'
0`•$,2=’%+ŽZ+•F$F+Ž',2+•$*2‘E/2')'E2'/$3•qQ*+'/p',Z23'(i',Š‘0Z28‘$y+Ž
$*F',$/@Ž2EQŽE/:•',/F+•',E2'/$8•$/2Ž$/2‘$*=@Ž',%+Ž',$*@•'8'kV2(V‘',/@'Z+F,2@Ž
/8•$Š•UZŠ•$(=@‘0•:/=@•',%`‘'(V‘',%+Žl=‘Z+•F(=@‘0,2+•%+Ž',y+Ž0/2Ž+E/F+•(8•$*@•
$/+Ž'/'/+Ž(`Ž:$=$/+Ž'/0V',:Q'/28'$/2‘$*=@Ž',%+Ž',E/V',0/2•+•'//=@•',Z@•2
0+•0Q8•:$V•'V‘2$+‘2U+Ž'F•0FŽ'0/2‘:+•'//=@•',Z@•2k=‘Z28•'(V‘',0:•+0+•0E8'/(`Ž:$=
E/+•02Ž%`‘Q%28‘01/`'$2•0/0+•0Q8•:$V•+•'//=@•',$@•2,2+•%+Ž',y+Ž*&$0`Ž'$/28•$F•
y+ŽyQ•lF0/:•',$V2$/=‘0/28‘'(8Ž$+Ž2'+ŽQ
2. Mục đích nghiên cứu
WU/2s:$*F',,2+2(F•'/2t''+Q,2A%5',0/S:q'//=“',Z“2'/p','/`'$<
'5FY:+(”0/.'/1/4%50A00@Y:+'0/90'Š',0”Z2t'1/A1'/•UZW'/€',2A
%5',
5',0–',y5E8'/(R:$=04+')'E2'/$3lF%~Q%2t01/`'$.0/%5lHZAF,2A
%5',*&$Y:+'$*G',”,2—10/F'/5(R:$=/2s:*˜%5'™UZ™$(=>0•:/=[',
Z23'(i',04+,2A%5',(s$WUE23Uy>2'/:~'$*F',E2'/lF+'/%5,2qU$/2s:*42
*F$*F',%2t0E2'/lF+'/%5',
3. Đối tượng và phạm vi nghiên cứu
V•2$=@‘',',/28'0=•:0:•+(8Ž$+Ž2y+Ž,2+•%+Ž',%+Ž0+•0'/`'$V•+•'//=@•',$@•2,2+•
%+Ž',/:•',$V20/2•$`‘1$*:',',/28'0=•:,2+•%+Ž',(=@‘0,2+Fl2‘0/$+‘2$/2‘$*=@Ž',
0/2•'/$/=•0“2t$+U%+Ž0/2•1/`'$2•0/0+•0Q8•:$V•+•'//=@•',$/=‘0k=‘$[2,2A%5',
0F•Q•',/2’+$/=‘0$8•0+F
4. Phương pháp nghiên cứu
8•1/:Ž/@‘1%@•2'i2l:',Q8:0`Ž:%+ŽU:‘0(2•0/0:•+(8Ž$+Ž2z0/:•',$V2k=•l:‘',0+•
1/=@',1/+•1(2‘'/$2•'/%+Ž1/=@',1/+•1(2‘'/y=@‘',L=•l:‘',UV/2Ž'/E2'/$8•
y=@‘',(8•1/`'$2•0/0+•0'/`'$V•+•'//=@•',$@•2,2+•%+Ž',%+Žk=•l:‘',UV/2Ž'/
"\"(8•l=‘Z+•F,2+•%+Ž',,F52*+0/—',$V20…'$/+UE/qF'/p',$52
y2t:$*8'U•',2'$‚*'‚$%5$*8'UV‘$kV•$@ŽZAF(A',$2'0~Q
5. Ý nghĩa khoa học và thực tiễn của đề tài nghiên cứu

g:+%2t0',/28'09:,2—1$+0”Ui$0A2'/W'U[2%+Ž$F+Ž'l28‘'/@'%)0A0'/`'
$<q'//=“',$[2,2A%5',%5y+Ž$+Ž2y28‘:$/+UE/+•F0/F0+•0'/F•U',/28'0=•:E/+•0
v`QlH',(=@‘0UV‘$UV/2Ž'/',/28'0=•:0F•$2•'/0/2•'/•+•00+Fzy+Ž$+Ž2y28‘:$/+U
E/+•F/=’:2•0/0/F'/+Ž(`Ž:$=U:<'$/+U,2+(R:$=%5F$/S$*=T',%5',
:',0`•10/F'/+Ž/F+‘0/(2‘'/0/2•'/k+•0/$/`•Q(=@‘0UV•2y28'/8‘,2=’+$/2‘$*=@Ž',
%+Ž',%+Ž0+•0$/2‘$*=@Ž',E/+•0(8•%28‘0Y:+•'yQ•%+Ž(28Ž:$28•$$/2‘$*=@Ž',/28‘:Y:+•/@'
6. Kết cấu chính của đề tài
#$&')
/=@',-@L“NP/:Q3$
/=@',6/`'.0/A0/`'<A0i',5HAF2A5',•',V
W'/X2g:Q+2=[0
/=@',  ;  H  AF  2A  5',  2t$  +U  •',  A0  •',  V  W'/
"\"
/=@',?3$N:~'5A023',/S/•U}'S'/2A5',
CHƯƠNG 1: CƠ SỞ LÝ THUYẾT
1.1 Lý thuyết cung cầu thị trường
1.1.1 Lý thuyết đường cầu thị trường
R:$/S$*=T',0R:$/S$*=T',UV$qk<y=>',/5',/”+/+QlS0/%7U5',=T2$28:
lm',kšU:+“0A0U90,2AE/A0'/+:$*F',Ui$$/T2,2+'07$/s%5$*F',(2):
E2t'0A0Q3:$<E/A0E/V',(€2
/—',$+0R'y=:P*•',(=T',0R:$/S$*=T',kšlS0/0/:Qs'y8'$*8'E/20”'/2):
',=T2$28:lm',/@'$/+U,2+%5F$/S$*=T',%5'/p',Q3:$<'5Fq'//=“',$[2
'/2):',=T2$28:lm',$/W0–',q'//=“',$[20R:$/S$*=T',
A0Q3:$<Y:Q3$(S'/y=>',0R:04+Ui$0A'/`'Z+F,XU
/:'/~1
3:Z•'U&$%2t0z'/:0R:%)E‚U04+Z•'kš$/+Q(€2'/=$/3'5F›90$/:'/~1
$/&1/@'/5UPZ•'0”$€',U900/2$28:$/&1/@'%W%~QZ•'0/2$28:.$/@'(s
U:+Ui$k</5',/”+%50”yš/R:/3$0A0/5',/”+3:'/:0R:%)Ui$/5',/”+
,2qUE/2$/:'/~1,2qU$/W/5',/”+'5Qy5/5',/”+$/V',$/=T',
/V',1/q2UG2/5',/”+():y5/5',/”+$/V',$/=T','3:'/:0R:%)Ui$/5',

/”+$Š',E/2$/:'/~1,2qUz$/W/5',/”+'5Q,G2y5/5',/”+0&1$/&1
2A0A0/5',/”+y28'Y:+'
+2/5',/”+(=>0,G2y5/5',/”+$/+Q$/3'3:'/=%2t0$Š',†,2qU‡,2AU#$/5',
'5Qlœ'(3'kH$Š',†,2qU‡y=>',0R:U#$/5',E2+
+2/5',/”+(=>0,G2y5/5',/”+Z€k:','3:'/=%2t0$Š',†,2qU‡,2AU#$/5',
'5Qy5U,2qU†$Š',‡y=>',0R:U#$/5',E2+
/S/23:
O3:$<*˜*5','/&$Y:Q3$(S'/'/:0R:04+Z•'y5$/S/23:04+Z•'3:$/.0/E‚U
Z•'kšU:+'”'/2):/@'A0'/5E2'/$3$/=T',E/V',$WU0A0/yP,2q2$/S/23:
0F'',=T2%W'”l=>0/W'/$/5'/$w0A0Q3:$<yS0/k•%5$`UyP†'•U',F52yD'/
%H0E2'/$3‡LF',/GY:+'$`U$WU/2s:•‚U(2):,W•qQ*+E/2$/S/23:$/+Q(€2
g:QUV$28:$/704+$/S$*=T',
3:'/=k<y=>',',=T2U:+$*8'$/S$*=T',$Š',$/W0R:%)/5',/”+(”kš$Š',
r%G',
r%G',04+Z•'%)$=@',y+20”$/s$A0(i',$[2'/:0R:/2t'$•204+Z•'%)/5',
/”+%5lS0/%7'5F(”/ž',/•'z'3:lHE23'E23U(=>0'/2):$2)'$*F',$=@',
y+2Z•'0”$/skŸ'k5',/@'$*F',%2t00/2$28:Ui$1/R'$23$E2tU/2t'$•2(sU:+
E‚U/F#0'3:lHE23',2AE‚U',5QU+2,2qUZ•'0”$/sE/V',kŸ'k5',U:+E‚U
%[2,2A/2t'$•2
1.1.2 Lý thuyết đường cung thị trường
:',$/S$*=T',UV$q'/p',k<y=>',UV‘$yF•2/5',/”+/+QlS0/%7',=T2kq'
•:&$kš0:',9',“0A0U90,2AE/A0'/+:$*F',Ui$$/T2,2+'07$/sz$*F',(2):
E2t'0A0Q3:$<E/A0E/V',$/+Q(€2
i$k<Q3:$<0”$/sy5U$/+Q(€2(=T',0:',/+QkHlS0/0/:Qs'(=T',0:',y5
/21/.0A0Q3:$<kq'•:&$(=>0k•l7',
W'/$*•',Eƒ$/:~$(=>0A1l7',$*F',',5'/
A00/.'/kA0/04+0/.'/1/4
&:$*—0$/S$*=T',
/=%~Q$/‚FyP$/:Q3$0:',0R:$/W,2A0q/5',/”+1/7$/:i0%5F0A0Q3:$<'/=
$/:'/~1•,2A/5',/”+y28'Y:+'z$/S/23:zY:QUV$/S$*=T',zEr%G',z0/21/.kq'

•:&$z$W'/$*•',Eƒ$/:~$z0/.'/kA0/zk</ ',$*F',UV‘$',5'/:Q'/28'$*F',Z52
',/28'09:'5Q%WUi$k<'/`'$<E/V',$/3(Fy=T',(=>0/F#0E/V',(4k<y2t:
'8'$A0,2q0/jk•l7',Ui$%52'/`'$<'/=,2A0q/5',/”+y28'Y:+'•Er%G',•
0/.'/kA0/04+0/.'/1/4z0&:$*—0$/S$*=T',‰
1.2 Lý thuyết mô hình tự hồi quy
V/W'/$H/X2Y:QN5UV/W'/$*F',(”0”.$'/&$Ui$Z23',2q2$/.0/y5,2A$*S$*I
04+Z23'1/7$/:i0
O$¡+
-
¢+
6
v$¢+
;
O
$-
¢:
$
/‚F%.l7$*8'$/W,2A$*S04+O$*F',,2+2(F•'$1/7$/:i0%5F'/p',Z23',2q2
$/.0/$*F',,2+2(F•'$z1/7$/:i0,2A$*S04+04+0/.'/'”$*F',,2+2(F•'$-%5-
Q3:$<',œ:'/28':
$
/=%~QE/A2Y:A$/”+04+yP$/:Q3$'5Q0/F*•',,2A$*S04+Z23'1/7$/:i0“
$*F',,2+2(F•'$E/V','/p',1/7$/:i0%5F'/p',Z23',2q2$/.0/“$*F',,2+2
(F•'$U50…'1/7$/:i0%5F,2A$*S04+0/.'/'”$*F',0A0,2+2(F•'“$*F',Y:A
E/9%5Q3:$<',œ:'/28':
$

O$¡+
_
¢+

-
v
-$
¢Z
-
O
$-
¢Z
6
O
$6
¢¢Z
E
O
$E
¢

:
$
O
$
¡23'1/q'9',†1/7$/:i0‡$•2$/T2(2sU$
O
$-
zO
$6
z‰23'1/q'9',$•20A0(i$*I$-z$6z
v
-$
23'(i0y~1

+
_
•+
-
•Z
-
•Z
6
••Z
E
A0/tk<=[0y=>',04+UV/W'/
:
$
/R'k+2k<$•2$/T2(2sU$$/s/2t'q'//=“',04+0A0Z23'E/V',(=>0,2q2
$/.0/$*F',UV/2Ž'/
1. 3 Lý thuyết mô hình hồi quy hai bước
*F',UV/W'/0”'/2):1/=@',$*W'/,2p+0A0Z23'k<%5,2p+0A0Z23''5Q0”$/s
0”U<2Y:+'/tY:+y•2F%~Q0”$/s$X'$•2$=@',Y:+',2p+0A0Z23',2q2$/.0/
%[2k+2k<',œ:'/28'/2(”UV/W'/=[0y=>',Z•',1/=@',1/A1ZW'/1/=@',
'/£'/&$E/V',0…'0/.'/•A0'p+A0=[0y=>',kšZS0/t0/%5E/V',%p',
*F',$*=T',/>1'5Q$+0R'lm',(3'0A01/=@',1/A1=[0y=>',E/A0$:Q'/28'
$+0R'•‚U•¤$%&'()(S'/l•',(s0”1/=@',1/A1=[0y=>',$=@',9',
S'/l•',
23''i2k2'/y5Z23'U5,2A$*S04+'”(=>0•A0(S'/$wUV/W'/
23'',F•2k2'/A0,2A$*S04+'”(=>0•A0(S'/',F52UV/W'/Z+F,XU0qZ23'
$*I04+Z23''i2k2'/zZ23'',F•2k2'/
/=@',$*W'/*—$,G'y51/=@',$*W'/(=>0*—$*+$w1/=@',$*W'//5'/%2†1/=@',
$*W'/U5%31/q20”0/9+04+'/p',Z23'',F•2k2'/‡$*F',(”Z23''i2k2'/¡¥
†Z23'',F•2k2'/•k+2k<‡z$*F',$*=T',/>1'5Q0”'/2):1/=@',1/A1,2q2Y:Q3$
$:Q'/28'$*F',Z52',/28'09:'5Q$/W$A0,2qk•l7',UV/W'//X2Y:Q6Z=[0

(=>0()•:&$Z“2/+2$A0,2q‚'*2/‚2y%5FZ‚*$+kU+''
/=@',1/A1ZW'/1/=@',Z¤'/&$6,2+2(F•'†6LNL‡,XU6Z=[0k+:
=[0-[0y=>',0A01/=@',$*W'/*—$,G'$+0”(=>0
=[06[0y=>',0A01/=@',$*W'/Z+'(R:z$*F',(”0A0Z23'O
2
“%31/q2(=>0
$/+QZ•',0A0=[0y=>',04+'”
1. 4 Lý thuyết mô hình ARCH/GARCH
1.4.1 Lý thuyết mô hình ARCH
V/2Ž'/"lF¦',y‚1/+•$$*28•''ŠU-^]6UV/2Ž'/'+ŽQ0/F*ŠŽ',1/=@',k+2
0:•+/+‘','/28’:$+‘2$/@Ž2(28•U$1/:‘$/:V‘0%+ŽF0+•0/+‘','/28’:Z2Ž'/1/=@',@•0+•0
,2+2(F+‘'$*=@•0¦',y‚0/F*ŠŽ',$V•$'/`•$0/:•',$+'8'UV/2Ž'//F+•(VŽ',$/@Ž2,2+•$*2‘
$*:',Z2Ž'/%+Ž1/=@',k+20/:V’2kV•y28‘:E/2',/2',@Ž*ŠŽ',,2+•$*2‘1/=@',k+2$/+Q
(V•2$/‚F$/@Ž2,2+'V/2Ž'/(@',2+•''/=k+:
O
$
¡
-
¢
6
v
$
¢:
$
†--‡
*F',(F•v$y+ŽUV‘$%‚0$@E•-0+•0Z28•',2+•2$/2•0/%+Ž
6
y+ŽUV‘$%‚0$@E•-0+•0/8‘
kV•/V',$/=@Ž',:
$

(=@‘0,2+•(2‘'/0F•1/`'1/V•20/:`•'%@•2$*:',Z2Ž'/ZŠŽ',_%+Ž
1/=@',k+2E/V',(V•2y+Ž 2+•(2‘'/'+ŽQ(=@‘0%28•$'/=k+:
ut ˜ N(0, h
t
) †-6‡
O•$=@•',0:Ž+¦',y‚ZŠ•$(`Ž:$=Žk=‘$/`‘$V',0/F1/‚•11/=@',k+20:•+0+•0/+‘','/28’:
1/:‘$/:V‘0%+ŽF0+•0,2+•$*2‘Y:+•E/=•z/+Q1/=@',k+2$/+Q(V•2$/‚F$/@Ž2,2+'V‘$
0+•0/(8•UV/2Ž'//F+•Q•$=@•','+ŽQy+Ž0/F1/=@',k+21/:‘$/:V‘0%+ŽF0+•0Z28•'$*8’0:•+
0+•0/+‘','/28’:Z2Ž'/1/=@',28Ž:'+ŽQ0F•$/8•(=@‘0U2'//F+‘'/=k+:
h
t
= γ
0
+ γ
1
u
2
t-1
†-;‡
/=@',$*2Ž'/†-;‡(=@‘0,F‘2y+ŽY:2$*2Ž'/"†-‡%+ŽQ•$=@•','+ŽQ0:’',$=@',$=‘
'/=Q•$=@•',UV/2Ž'/""
Mô hình ARCH (1)
V/2Ž'/"†-‡k‚’UV/2Ž'//F+•(VŽ',$/@Ž2,2+•$*2‘$*:',Z2Ž'/%+Ž1/=@',k+20:•+
UV‘$0/:V’2$/@Ž2,2+''/=0+•0/(=@‘0•+•0(2‘'/k+:(`Q
 O
$
¡
-
¢
6

v
$
¢:
$
†-?‡
 :
$
§†_z/
$


/
$
¡¨
_
¢ :
6
$©
†-B‡
K•(`Q1/=@',$*2Ž'/†-?‡(=@‘0,F‘2y+Ž1/=@',$*2Ž'/=@•0y=@‘',,2+•$*2‘$*:',Z2Ž'/%+Ž
1/=@',$*2Ž'/†-B‡(=@‘0,F‘2y+Ž1/=@',$*2Ž'/=@•0y=@‘',1/=@',k+28•(@',2+•'
0/F%28‘0$/8•/28‘'0V',$/=•00:•+1/=@',$*2Ž'/1/=@',k+2$+$/8•/28‘'EQ•/28‘:/
$
$/+Q0/F 
V/2Ž'/"†-‡0/F*ŠŽ',E/20F•UV‘$0:•kV•0y@•'@•,2+2(F+‘'$-$/2Ž,2+•$*2‘:
$
0:’',k‚’y@•'/@',/2’+y+ŽE/2 y@•'\'/F•$/2Ž1/=@',k+20:•+:
$
0:’',k‚’y@•'\'/F•
8‘kV•=@•0y=@‘', 1/q20F•l`•:l=@',%2Ž1/=@',k+2y:V'l=@',

Mô hình ARCH (q)
/=‘0$8•1/=@',k+20F•(28Ž:E28‘'0F•$/8•1/:‘$/:V‘0E/V',0/2•UV‘$(V‘$*8’U+Ž0FŽ'
'/28Ž:(V‘$*8’$*=@•0'F•'=’+z%2ŽUV’2$*=@Ž',/@‘10F•$/8•$+‘F*+UV‘$Y:Q$*2Ž'/"
E/+•0'/+:2•l:‘"†6‡k‚’(=@‘0$/8•/28‘''/=k+:
O
$
¡
-
¢
6
v
$
¢:
$
:
$
§†_z/
$


/
$
¡ ¢ ¢ 
%5UV/W'/"†;‡kšy5
O
$
¡
-
¢
6

v
$
¢:
$
:
$
§†_z/
$

/
$
¡ ¢ ¢ ¢ 
%5$*=T',/>1$€',Y:A$kšy5"†Y‡(=>0$/s/2t''/=k+:
  O
$
¡
-
¢
6
v
$
¢:
$

 :
$
§†_z/
$

 /

$
¡¨
_
¢ :
6
$©

V/W'/"†Y‡kšUV/W'//FA(X',$/T2,2A$*S$*:',ZW'/%51/=@',k+204+
Ui$0/:x20A0/tk<=[0y=>', 1/q20”l&:l=@',%W1/=@',k+2y:V'l=@',
- Kiểm định tính ARCH
*=[0E/2=[0y=>',0A0UV/W'/"†Y‡z(2):Y:+'$*G',y50/—',$+0R'
E2sU$*+•‚U0”$X'$•20A0q'//=“',"/+QE/V',(sZ23$0A0UV/W'/'5F
0R'=[0y=>',$/‚F1/=@',1/A1"$/+Q%W$/‚F1/=@',1/A1=[0y=>',
NL2)U(S'/q'//=“',"kš(=>0$/H0/2t'$/‚FY:2$*W'/'/=k+:
=[0-[0y=>',1/=@',$*W'/$*:',ZW'/$/‚F1/=@',1/A1NL
O
$
¡
-
¢
6
v
$
¢‚
$
N=:Pz0A0Z23',2q2$/.0/0”$/sZ+F,XU0A0Z23'$*I04+Z23'1/7$/:i0%50A0
Z23',2q2$/.0/E/A00”q'//=“',(3'O
$
,F52*+zE/2$/H0/2t'%[2lpy2t:Uœ:z
$/W/•','/2I::

$
$*F',UV/W'/†-B ‡z(=>0(€2$/5'/1/R'l=‚
$

=[06[0y=>',1/=@',$*W'//X2Y:21/7k+:(`Q
e
2
t
= γ
0
+ γ
1
e
2
t-1
+ γ
2
e
2
t-2
+ γ
3
e
2
t-3
+….+ γ
q
e
2
t-q

+ wt

vA0(S'//tk<•A0(S'/04+UV/W'//X2Y:21/7z(#$$8'y5
6

=[0;vA0(S'/,2q$/23$
_
'/=k+:
H0 : γ
0
= γ
1
= γ
2
= ….= γ
q

wE3$Y:q/X2Y:21/7$+$.'/
6
ªz%[2y5k<Y:+'kA$04+0/:x2lpy2t:(+',
(=>0•‚U•¤$/<',E8'5Qkš$/‚F1/`'1/<2χ
6
%[2k<Z~0$HlFy5k<(i$*IY
†lF $*F',1/=@',$*W'//X2Y:Qy5Ui$$€',04+Y$/5'/1/R'y&QZW'/1/=@',‡
3:,2A$*S$/<',E8χ
6
$.'/$FA'†
6 
ª‡y['/@',2A$*Sχ
6

1/81/A'†$/‚F/5U
† zl¥‡‡z$/W0/—',$+ZA0Z£,2q$/23$
_
z%5',=>0y•23:ZA0Z£,2q
$/23$
_
z$/W$+0”$/sE3$y:~'*•',0/:x2lpy2t:(+',•¤$0”q'//=“',"
1.4.2 Lý thuyết mô hình GARCH
/‚F¦',y‚†-^^B‡UV‘$$*F','/=’',/+‘'0/8•0:•+UV/2Ž'/"y+Ž'F•0F•/2Ž'/%‚’
,2V•',l+‘',UV/2Ž'/$*:',Z2Ž'/l2(V‘',/@'y+ŽUV/2Ž'/$=‘/VŽ2Y:QV‘$Q•$=@•',
U@•2y+Ž0/:•',$+'8'(=+$/8U0+•0Z28•'$*8’0:•+1/=@',k+20F•(28Ž:E28‘'%+ŽF
1/=@',$*2Ž'/0:•+1/=@',k+2$/‚Fl+‘',$=‘/VŽ2Y:Q,F+Ž2*+'8•:0+•0+•'//=@•',
"0F•Y:+•'/28Ž:(V‘$*8’k‚’+•'//=@•',$@•2E8•$Y:+•=@•0y=@‘',lF,2+•U(+•',E8•kV•
Z`‘0$=‘lF$*F',UV/2Ž'//2•'/%2Ž%`‘QUV/2Ž'/"0F••:/=@•',(=@‘0k=•
l:‘',1/V•Z28•'/@'
- Mô hình GARCH (p, q )
V/2Ž'/"†1zY‡0F•l+‘',k+:(`Q
O
$
¡
-
¢
6
v
$
¢:
$
†6-‡
:
$

§†_z/
$

h
t
= γ
0
+
i
h
t-i
+
j
u
2
t-j
†66‡
/=@',$*2Ž'/†66‡'F•2y8'*ŠŽ',1/=@',k+2/
$
Z`Q,2@Ž1/:‘$/:V‘0%+ŽF0+•,2+•$*2‘Y:+•
E/=•0:•+'/=’',0:•kV•0(+‘2l28‘'Z@•2'/=’',Z28•'$*8’0:•+/+‘','/28’:Z2Ž'/1/=@',z%+Ž
0+•0,2+•$*2‘Y:+•E/=•0:•+Z+•'$/`'/
$
(+‘2l28‘'Z@•20+•0Z28•'/
$2
8•:1¡_$/2ŽUV/2Ž'/
"†_zY‡(@',2+•'y+ŽUV/2Ž'/"†Y‡+‘',(@',2+•''/`•$0:•+UV/2Ž'/
" y+ŽUV /2Ž'/ " †-z -‡/=@',$*2Ž'/1/=@', k+20:•+ UV/2Ž'/
"†-z-‡(=@‘0$/8•/28‘''/=k+:
h

t
= γ
0
+ δ
1
h
t-1
+

γ
1
u
2
t-1
†6;‡
V/2Ž'/"†-z-‡'/=Y:Q$*2Ž'/"†Y‡%V$`‘'
8•'/`‘'$/`•QUV/2Ž'/"†-z-‡y+ŽUV‘$0+•0/Z28•:l28’'$/:,F‘'0:•+UV/2Ž'/
"†Y‡z%@•2YE‚•Fl+Ž2%V$`‘'/:•',$+0`Ž'UV‘$%+Ž2Z28•'(V•2/=@',$*2Ž'/†66‡
0F•$/8•(=@‘0%28•$y+‘2'/=k+:
/
$
¡¨
_
¢«
-
/
$-
¢

¨

-
:
6
$-

¡¨
_
¢«†¨
_
¢«/
$6
¢

¨
-
:
6
$6
‡¢¨
-
:
6
$-

¡¨
_
¢¨
-
:
6

$-
¢«¨
_
¢«
6
/
$6
¢

Ǭ
-
:
6
$6
‰
¡¨
_
¢«¨
_
¢«
6
¨
_
¢‰¢¨
-
:
6
$-
¢«¨
-

:
6
$6
¢«
6
¨
-
:
$
6
$;
¢‰†6?‡
"¡¨
_
¢«¨
_
¢«
6
¨
_
¢‰¢«
¬
¨
_
†6B‡
'/`'/+2%8•0:•+1/=@',$*2Ž'/†6B‡0/F $+k‚’0F•
δA= δγ
0
+ δ
2

γ
0
+ δ
3
γ
0
+ …+ δ

γ
0
†6J‡
N`•Q†6B‡$*=Ž†6J‡*VŽ2kŠ•1•8•1y+‘2$+k‚’0F•0V',$/=•0"$/:,F‘''/=k+:
A= γ
0
/( 1+ δ†6n‡
/8•0V',$/=•0†6n‡%+ŽF1/=@',$*2Ž'/†6?‡$+k‚’0F•
/$¡ ¢¨
-
©-
:
6
$©
†6]‡
/=%`‘Q1/=@',$*2Ž'/†6]‡0/F$/`•QUV/2Ž'/"†-z-‡$=@',(=@',%@•2UV
/2Ž'/"Z`‘0%V0:Ž',%@•20+•0/8‘kV•0F••:/=@•',,2+•Ul`Ž'2ŽyQ•lF'+ŽQ0/:•',
$+'8'k=•l:‘',UV/2Ž'/"†-z-‡$/+Q0/FUV/2Ž'/"Z`‘00+FZ@•2%2Ž%@•2
UV/2Ž'/"†-z-‡0/:•',$+k‚’0`Ž'2•$kV•/8‘kV•0`Ž'=@•0y=@‘',/@'%+Ž%2Ž$/8•k‚’
,2:•1/+‘'0/8•E/+•'Š',U`•$(2%VkV•Z`‘0$=‘lF$*F',UV/2Ž'/
1.4.3 Lý thuyết mô hình TGARCH
+‘'0/8•y@•''/`•$$*F',0+•0UV/2Ž'/"%+Ž"y+Ž0/:•',(=@‘0,2+•(2‘'/0F•

$2•'/0/`•$(V•2•=•',28Ž:'+ŽQ0F•',/2’+0+•0UV/2Ž'/'+ŽQ0/2•Y:+'$`U$@•2,2+•$*2‘
$:Q8‘$(V•20:•+0+•00:•kV•00/=•E/V',Y:+'$`U$@•2l`•:0:•+0/:•',†Z@•2%2Ž/+‘',
'/28’:\1/`Ž'l=(=@‘0•=•yQ•l=@•2l+‘',Z2Ž'/1/=@',‡2Ž$/8•$*F',0+•0UV/2Ž'/
"\"UV‘$0:•kV•0U+‘'/0F•,2+•$*2‘l=@',0F•+•'//=@•',y8'k=‘l+F(V‘',
0:•+0/:V’2kV•y28‘:/F+Ž'$F+Ž',2V•',%@•20:•kV•0U+‘'/0F•,2+•$*2‘`U:Q'/28'E2'/
',/28‘U0/F$/`•Q0+•00:•kV•00F•,2+•$*2‘`U$*8'$/2‘$*=@Ž',$/=@Ž',0F•$+•0l:‘',U+‘'/
%+Žl+2lŠ•',/@'0+•00:•kV•00F•,2+•$*2‘l=@',/2•'/%2Ž%`‘Q',=@Ž2$+0V•,Š•',UV
/2Ž'//F+•k=‘E/+•0Z28‘$$*F',+•'//=@•','+ŽQ2•%`‘QUV/2Ž'/"(+’(=@‘0
1/+•$$*28•'
:‘0(2•0/0/2•'/•+•00:•+UV/2Ž'/y+Ž'/ŠŽU•‚U•‚•$$2•'/Z`•$0`'•=•',,2=’+0+•00:•
kV•0`U%+Ž0:•kV•0l=@',8•y+ŽU(=@‘0'/=%`‘Q0+•0/F‘0,2+•(8Ž•:`•$(=+%+ŽF
1/=@',$*2Ž'/1/=@',k+2UV‘$Z28•',2+•$=@',$+•0,2=’+/+‘','/28’:Z2Ž'/1/=@',%+Ž
Z28•',2+•l
$
*F',(F•l
$
0F•,2+•$*2‘ZŠŽ',UV‘$'8•::
$
-_%+ŽZŠŽ',_'8•::
$
®_8•:/8‘
0:•+Z28•'$=@',$+•0'+ŽQE/V',0F•Q•',/2’+$/V•',E80/=•',$F•0F•k=‘E/+•0Z28‘$$*F',
0+•00:•kV•0E/+•0'/+:
=ŽQ•$=@•','+ŽQ1/=@',$*2Ž'/1/=@',k+2$*F',UV/2Ž'/"†-z-‡k‚’0F•
l+‘','/=k+:ht = γ
0
+ δ
1
h
t-1

+ γ
1
u
2
t-1
+ υ
1
u
2
t-1
d
t-1
†;-‡
8•:/8‘kV• 0F•Q•',/2’+$/V•',E8$/2Ž0+•0$2'$=•0$V•$%+Ž0+•0$2'$=•0•`•:k‚’0F•+•'/
/=@•',E/+•0'/+:y8'1/=@',k+2:‘$/8•$2'$=•0$V•$0/2•0F•+•'//=@•', $*F',E/2
$2'$=•0•`•:+•'//=@•',† ¢ ‡8•: ®_$/2Ž0/:•',$+0F•$/8•'F•20F•k=‘Z`•$0`'
•=•',$*F',$+•0(V‘',,2=’+$2'$=•0$V•$%+Ž$2'$=•0•`•:,=@‘0y+‘2'8•: ¡_$/2Ž$+•0
(V‘',0:•+$2'$=•00F•$2•'/0/`•$0`'•=•',"Z`‘00+F0F•$/8•(=@‘0$/=‘0/28‘'
'/=k+:
/$¡¨
_
¢
2
/
$-
¢ †¨
-
¢¯
-


©
l
$©
‡:
6
$©
†;6‡
1.4.4 Lý thuyết mô hình GARCH-M
A0UV/W'/"0/F1/¤1$.'/,2A$*S$*:',ZW'/0”(2):E2t'1/7$/:i0
%5F1/=@',k+20”(2):E2t'04+0/.'/'”.l7E/2•‚U•¤$0A0/5'/%204+'/5
(R:$=$/:i0l•',k>*42*F%W$/3/G(…2/£2$/8UUV‘$U901/.$/=“',*42*F'/=
y5UV‘$1/R'()'Zm(s'™U,2pUi$$52kq'0”$.'/*42*F/=%~Q1/.$/=“',*42
*Fy5UV‘$/5U(X',Z23'%[2*42*F90y5E/2*42*F05',0+F$/WU90$/=“',*42
*F05',y['3:'/=*42*F(=>0(Fy=T',y5'/p',U90l+F(i',/+QZ•',
1/=@',k+20”(2):E2t'$/W1/=@',k+20”(2):E2t'y5UV‘$1/R'Y:+'$*G',$*F',
1/=@',$*W'/$*:',ZW'/04+Z23'/‚F'/=0A0/'5Q$/WUV/W'/"‹
†1zY‡0”l•','/=k+:
O
$
¡
-
¢
6
v
$
¢ /
$
¢:
$
:

$
§†_z/
$

/$¡¨
_
¢
2
/
$2
¢

¨
©
:
6
$©

i$l•',E/A004+UV/W'/"†1zY‡y5$/+Q%Wk•l7',0/:x21/=@',k+2
$*F',1/=@',$*W'/',=T2$+k•l7',(iyt0/0/:°'04+0/:x21/=@',k+2V/W'/
"0”l•','/=k+:
O$¡-¢6v$¢± $¢:$
:$§†_z/$‡
/$¡¨_¢ 2/$2¢ ¨©:6$©
1.5 Các nghiên cứu trước đây
2A%5',%50A0'/`'$<$A0(i',$[2,2A%5',“$*F',0A0,2+2(F•'$*=[00–',0F•UV‘$k<
$A0,2q( ',/28'09:%)%&'()'5Q*F',(”1/q2Es$[2()$52',/28'09:E/F+/G00&1
$*=T',²HZAF,2A%5',2t$+UZ•',UV/W'/""³04+$A0,2q,:QI'*G',
F52†6__B‡52y:~'%Š'$/•0kDE2'/$3²A0,2q21/A11/A$$*2s'E2'/lF+'/%5',$•2
2t$+U³04+$A0,2q#',/S=T',`'†6__]‡

*F',Z52',/28'09:²HZAF,2A%5',2t$+UZ•',UV/W'/""³04+$A0,2q
,:QI'*G',F52( k•l7',UV/W'/E2'/$3y=>',(sE2sU(S'/0A0'/`'$<$A0(i',
$[2,2A%5',g:+1/`'$.0/$/W$A0,2q( $A0,2q( *—$*+(=>0E3$y:~'k+:A0'/`'$<
q'//=“',$[2,2A%5',L„04+2t$+UZ+F,XU,2A%5',$/3,2[20”$=@',Y:+'
$/:~'%[2,2A%5',04+2t$+U•$o,2A/<2(FA2 L\¦ 0”$=@',Y:+'$/:~'%[2,2A
%5',†$90y5E/2,2A LU&$,2AkF%[2(X',¦ $/W,2A%5',2t$+Ukš$Š',,2A%5
',=>0y•2‡•Q3:$<Um+%7
*F',Z52y:~'%Š'$/•0kDE2'/$3²A0,2q21/A11/A$$*2s'E2'/lF+'/%5',$•22t$
+U³04+$A0,2q#',/S=T',`'*F',Z52y:~'%Š'$A0,2q(+k<():k•l7',
1/=@',1/A1$/<',E8UV$q(s1/`'$.0/0A0'/`'$<$A0(i',$[2,2A%5',zE3$Y:q1/`'
$.0/0/F$/&Q,2A%5',0/S:$A0(i',04+0A0Q3:$<'/=0:',0R:•,2AlR:•$W'//W'/0/.'/
$*S•y•U1/A$•0/.'/kA0/$2)'$t
1.6 Khung phân tích
Những số liệu cần thiết mà nhóm sử dụng trong đề tài
2A%5',2t$+U†-___(\0/j‡
2A%5',$/3,2[2† L\F:'0‚‡
o,2A/<2(FA2†\ L‡
/jk<,2A$28:lm',ƒ(2):0/j'/y&Q$/A',-6\6___y5U,<0
/jk<,2A$28:lm',2t$+Uy&Q$/A',-6\6___y5U,<0
/jk<0/9',E/FA'2'l‚•†(2sU‡
2AlR:$/V$/3,2[2† L\$/m',‡
Cách thức thu thập số liệu
A0k<y2t:$*8'$/:$/~1%5$€',/>1$wU•',2'$‚*'‚$
Khung khái niệm
/‚FyP$/:Q3$0:',0R:$/S$*=T',$/WUi$/5',/”+1/7$/:i0%5F'/p',Q3:$<
,2A0q/5',/”+y28'Y:+'•Er%G',04+',=T2$28:lm',•0&:$*—0$/S$*=T',/‚F
'/=1/`'$.0/04+$A0,2q,:QI'*G',F52$*F',Z52',/28'09:²HZAF,2A
%5',2t$+UZ•',UV/W'/""³$/W$o,2A L\¦ (•2l2t'0/F,2A/5',
/”+$/+Q$/3%5',•,2A%5',$/3,2[2(•2l2t'0/F0&:$*—0$/S$*=T',%5Er%G',
04+',=T2$28:lm',³:Q'/28'$*F',Z52',/28'09:'5Q$/‚F$A0,2q$/WZ23'(•2

l2t'0/F,2A0q/5',/”+$/+Q$/3,XU$o,2A\ L%50/jk<2'l‚•“2
%W%5',y5/5',/”+%w+0”$.'/'Š',$.0/$*pE/20”'/p',Z23'(i',%)E2'/$3
%w+y5/5',/”+(R:$=E2'/lF+'/'/•UE23Uy>2'/:~'/`'$<(•2l2t'0/F0&:
$*—0$/S$*=T',y5,2A%5',$*8'$/3,2[2•'/`'$<(•2l2t'0/FQ3:$<Er%G',04+
',=T2$28:lm',Z+F,XU,2A%5',$*8'$/3,2[2•$W'//W'/E2'/$3$/3,2[2(•2l2t'
“(`Qy5E2'/$3ƒ$/s/2t'Z•',0/jk<,2A$28:lm',•0/jk<,2A$28:lm',04+
2t$+U•,2AlR:$/V$*8'$/3,2[2•,2A%5',$*F',$/T2(2sUY:AE/9%5'/p',
'/`'$<E/A0'/=$W'//W'/0/.'/$*S• /i2z/2t'$=>',(R:0@04+'/5(R:$=
%5',zZ23'(i',$/S$*=T',Z&$(i',kq'z0/.'/kA0/04+0/.'/1/4‰w'/p',
'/~'(S'/'/=%~Q$/W$A0,2q( E/A2Y:A$/”+$/5'/Z2s:(X/W'/--l=[2(`Q%5
$A0,2qkš1/`'$.0/*˜'/p','/~'(S'/'5Q“1/R'$231$/‚F
W'/--2s:(X$/s/2t'U<2Y:+'/t,2p+0A0'/`'$<$[2,2A%5',
/‚FyP$/:Q3$',F•2$/=@',$/W$o,2A1/7$/:i0%5F0/jk<,2A04+6Y:<0,2+k“
/p:6(X',$2)'(”zlF(”$o,2A/<2(FA2\ Lkš0/S:$A0(i',04+Q3:$<
0/jk<,2A04+2t$+U%5/jk<,2A04+ƒ,F52*+$/W$/S$*=T',',F+

2/<2
0–',y5UV

$E8'/(R:$=lF%~Q0A0'/5(R:$=E/2E2'/lF+'/',F+

2$8

():Er
%G',UW'/0”$/s$/:(=>0y>2'/:~'F(”/G$/=T','/W'%5F%5F$o,2A“$*F',
Y:AE/9%5/2%G',$*F',$=@',y+2$/W$o,2A0”$/sy8'0+F/@'$*F',$/T2(2sU
Y:AE/9o,2A“$/T2(2sUY:AE/9*&$Y:+'$*G',Z“2'3:'/=$*F',Y:AE/9U5
$o,2Ay28'$231,2qU$/Wkšq'//=“',$[2$`UyQ

'/5(R:$=@


$/@
Ž
2(28

U/28

'$+

2w
'/=

','/~'(S'/$*8'$/W$o,2A/<2(FA2/28

'$+

20”UV

2Y:+'/8

0/Š

$0/‚

%@

2$o,2A
$*F',Y:AE/9
Hình 1.2 Biểu đồ thể hiện mối quan hệ giữa các biến phụ thuộc
2A%5',

Y:AE/9
A0Q3:$<
E/A0

2t$+U
o,2A
\ L
/jk<
'l‚•

ƒ
2AlR:$/V
$/3,2[2
2A%5',
$/3,2[2
2A%5',
2t$+U
w$&$0q0A0'/~'(S'/“$*8'$/W0/:

',$V2(=+*+,2q$/:Q3$',/28'09:'/=k+:
A0'/`'$<$A0(i',$[2,2A%5',2t$+UZ+F,XU,2A%5',$/3,2[2•$o,2A/<2
(FA2\ L•0/jk<,2A$28:lm',04+ƒ•,2AlR:$/V$/3,2[2•0/jk<0/9',
E/FA'2'l‚••0/jk<,2A$28:lm',04+2t$+U$A0(i',$/V',Y:+Q3:$<$o
,2A/<2(FA2z,2A%5',$*F',Y:AE/9
Lựa chọn mô hình hồi quy
 *F',Z52',/28'09:'5Q$A0,2qk•l7',UV/W'//X2Y:Q6Z=[0
=[0-V/W'//X2Y:Q1/7
X2Y:Q'/`'$<$o,2A\ L$/‚F'/`'$<0/jk<,2A$28:lm',04+2t$
+U•0/jk<,2A$28:lm',04+ƒ%5Q3:$<$*F',Y:AE/9
=[06V/W'//X2Y:Q0/.'/

X2Y:Q0A0,2A$*S/X2Y:Q(=>0$w/+2UV/W'//X2Y:Q1/7“$*8'%5$/8U'/p',
'/`'$<$A0(i',E/A0'/=0/jk<$28:lm',04+ƒ•,2A%5',$/3,2[2•,2AlR:$/V
$/3,2[2•,2A%5',$•2'/p',$/T2(2sU$*=[0(”
 NH+0/G'l•',/5UUV/W'/1/m/>10/FZ52',/28'09:
/‚F'/='/p',',/28'09:$*=[0$/W$A0,2q( k•l7',UV/W'//X2Y:Q0”l•',
V/W'/1/7,¡¥†0k,•0k,UQ•$,†$-‡‡
V/W'//X2Y:Q0/.'/¡¥†$,¥•%'•0k,UQ•l+:$/F•,%$,•
$-

*F',(”
o,2A/<2(FA2
/jk<,2A$28:lm',
2t$+U
/jk<,2A$28:lm',
ƒ
o,2A/<2(FA2
$*F',Y:AE/9
,$o,2A/<2(FA2\ L
,†$-‡$o,2A/<2(FA2\ LY:AE/9
'0/jk<2'‚•
k,0/jk<,2A$28:lm',04+2t$+U
k,UQ0/jk<,2A$28:lm',04+ƒ
%$,,2A%5',$/3,2[2
+:$/F,2AlR:$/V$/3,2[2
$-,2A%5',04+-$/A',$*=[0
CHƯƠNG 2: PHÂN TÍCH CÁC NHÂN TỐ TÁC ĐỘNG VÀ DỰ
BÁO GIÁ VÀNG BẰNG MÔ HÌNH HỒI QUY 2 BƯỚC
2.1. Nhân định các nhân tố tác động tới giá vàng
/‚F'/='/p','/~'(S'/$*F',1/R'E/:',1/`'$.0/$/W0A0'/`'$<$A0(i',
$[2,2A%5',2t$+UZ+F,XU,2A%5',$/3,2[2•$o,2A/<2(FA2\ L•0/j

k<,2A$28:lm',04+ƒ•,2AlR:$/V$/3,2[2•0/jk<0/9',E/FA'2'l‚••0/j
k<,2A$28:lm',04+2t$+U$A0(i',$/V',Y:+$o,2A/<2(FA2Q3:$<%)E/A0
%)$W'//W'/0/.'/$*Sz/2t'$=>',(R:0@$*8'$/S$*=T',z0/.'/kA0/
w'/p',k<y2t:04+0A0'/`'$<U5'/”U$/:$/~1(=>0'/”Ukšk•l7',UV
/W'//X2Y:Q/+2Z=[0%5E2sU(S'/•‚U'/p','/`'$<'5F$/H0kHq'//=“',$[2
,2A%5',04+2t$+UwE3$Y:q=[0y=>',UV/W'/$/W'/”UkšlHZAF,2A
%5',$*F',,2+2(F•'$/A',J%5$/A',n$*F','ŠU6__^
2.1.1 Giá vàng thế giới
/‚F'/=',/28'09:$A0,2q,:QI'*G',F52$/W²/S$*=T',%5',04+$/3,2[2
/F•$(i',$/‚F0R:$*—0$/S$*=T',$/S$*=T',(i0Y:Q)''/”U%W0A0$/S$*=T',
%5',$/=T',%5F0A0'=[00/4yH0'/=/`:a:zƒz*:',V',z/~$$*8'
$/3,2[20”%52$*:',$`U,2+FlS0/%5',Y:+'$*G',y5N:`'V'•‚ˆQF*Ez
FEQFzX',V',zL2',+1F*‚z/7QLD‰³0–',$/‚F$A0,2q²,2A5',04+$/3
,2[2(=>0Y:Q3$(S'/Z“2B'/5E2'/lF+'/%5',/5',(R:$/3,2[2(•2l2t'y5B
',`'/5',F$/k0/2ylzF',EF',L/+',/+2+'EF1*•‚1:Zy20+'E•L0F$2+
F0+$$++'E%5‚:$k0/‚+'E0A0',`'/5','5Q/5','ŠU$/=T','/”U/G1
$•2',`'/5',F$/k0/2y‹NF'lF'‹"'/%5Y:Q$*W'/(5U1/A'³lF(”$*F',()
$52'5Q'/”Uy&Qk<y2t:,2A%5',$•2NF'lF'(s(•2l2t'0/F,2A%5',04+$/3,2[2
2t$+Uy5Y:<0,2+'/£(+k<y=>',%5',04+2t$+U():(=>0'/~1$w$/S
$*=T',%5',“$*8'$/3,2[2lF%~Q'/p',Z23'(i',,2A%5',2t$+U0/S:q'/
/=“',U•'/04+,2A%5',$/3,2[2
W'/6-2s:(X,2A%5',04+2t$+U%5,2A%5',$/3,2[2
0
400
800
1,200
1,600
2,000
2001 2002 2003 2004 2005 2006 2007 2008



,:X',2A%5',$/3,2[2ˆˆˆE2$EF0FU
,:X',2A%5',2t$+U/$$1\\ˆˆˆ,kF,F%%'
/W'%5FZ2s:(X6-0/—',$+$/&Q,2A%5',04+2t$+U%5,2A%5',$/3,2[20”
U<2Y:+'/t0m',0/2):90y5E/2,2A%5',$/3,2[2U5$Š',$/W,2A%5',04+2t$
+U0:

',$Š',/=%~Q0/—',$+$•U$/T20”$/sE3$y:~'*•',,2A%5',2t$
+U%5,2A%5',$/3,2[20”U<2$=@',Y:+'$/:~'
2.1.2 Chỉ số giá tiêu dùng
/=( $*W'/Z5Q“$*8'z%5',y5yF•2/5',/”+(#0Z2t$0”$/slm',(s0&$$*p%5y5
1/=@',$2t'$/+'/$FA'/2t:Y:q/2(X',$2)'$*F','=[0U&$,2A/F#0(&$'=[0
•qQ*+0/23'$*+'/$/‚F•:/=[',0/:',$/WUG2',=T2$/=T',k•l7',0A0',F•2$t
U•'//F#0lm',%5',y51/=@',$28

'0&$$*p/=%~Q,2A%5',%5$oyty•U1/A$
0”Y:+'/t%[2'/+:/V',$/=T',$/W0/.'/1/40A0'=[0y&Q0/jk<0/jk<,2A
†‡(s(Fy=T',U90(iy•U1/A$04+Y:<0,2+:Q0/jk<,2A$28:lm',†‡
0”'/2):/•'0/3'/=','F

0–',1/q'A'/1/R''5F$W'//W'/1/A$$*2s'E2'/$3

×