Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
TRƯỜNG ĐẠI HỌC KINH TẾ THÀNH PHỐ HỒ CHÍ MINH
KHOA TÀI CHÍNH NHÀ NƯỚC
Tài chính Tiền tệ
Đề tài:
LÝ THUYẾT VỀ BỘ BA BẤT KHẢ THI
Giảng viên hướng dẫn : ThS. Trương Minh Tuấn
Nhóm sinh viên thực hiện : Nhóm 05
Lớp : VB16BQT01
Khoá : 16B
Thành phố Hồ Chí Minh
Tháng 03 năm 2014
Lớp: VB16BQT01 - Nhóm 05 1
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
DANH SÁCH NHÓM THUYẾT TRÌNH
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Lớp: VB16BQT01 - Nhóm 05 2
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
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Lớp: VB16BQT01 - Nhóm 05 3
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
MỤC LỤC
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Lớp: VB16BQT01 - Nhóm 05 4
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
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Chương 3: Kết luậnRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRR
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Lớp: VB16BQT01 - Nhóm 05 5
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
CHƯƠNG 1. GIỚI THIỆU CHUNG VỀ BỘ BA BẤT KHẢ THI
)/S9g/4]('53]U9,*j]0*%6U{*V6W'%CX'42464Y'Z%['%R
p6'(M%|W'9h*V6'(/')*-%}+'X~%a%S)*%'0Z%/)`0'J
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'%0%~%\%4Y'Z%['%•RTheo lý thuyết này, một quốc gia không thể đồng thời
đạt được cả ba mục tiêu: chính sách tiền tệ độc lập, tỷ giá cố định, và tự do hoá
dòng vốn.
1. Lịch sử ra đời của lý thuyết bộ ba bất khả thi:
1.1. Mô hình Mundell – Fleming và các hàm ý về chính sách tài khóa, chính
sách tiền tệ dưới các chế độ tỷ giá:
5%\%53]€_]0Sph(2*V6J'[W'%CX'€L5Z%*b
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%6R
1.1.1. Chính sách tài khoá và chính sách tiền tệ dưới chế độ tỷ giá cố định:
='M.%\%53]€_]*%1(6(H.*%a%S)*%'J'c`0*%a%
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Hình 1.1: Mô hình IS-LM của Mundell-Fleming với tỷ giá cố định
Lớp: VB16BQT01 - Nhóm 05 6
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
5F*3*%a%S)*%'J'c`0'0Z%/)*b'%3‡UX2'*)*O'%6%'/)
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1.1.‚'U='fUr.*%'6*b'%'%p*%c*[%6*%a%S)*%'0Z%/)`0'J'c
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36/f'c'(9d*UbR
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3G*%*%CS6….3‡'d2'*)*O'%6%'/)'%F39'fURB%
Lớp: VB16BQT01 - Nhóm 05 7
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
*b*%a%S)*%`%c%/).2'*)*O'%6%'/)'%F39%0W(H*'JS†
'Q%HU)-k*%/Sp6'Q'(/S[9,•8*6R/Ub.U9:L53G*%
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1.1.2. Chính sách tài khoá và chính sách tiền tệ dưới chế độ tỷ giá linh
hoạt:
)*%0W*V6*%a%S)*%'J'c`0*%a%S)*%'0Z%/)39d*%XU2'e)%
%/f'*b'%U9,*%\%3'(/Hình 1.2R[UG%*%'64‚'U='frƒl(‰.i‰n€
-%=6/%6*V6U9:*/.L5.$Š`0[UG%*b2'Sph(2*%a%
S)*%'J'c'„L5S6L5…RBX'•[.*%'63G*%*%C'„rUX_.02'*)*O
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2'c'(M'%G'(9:/f%8R9d*<*%X'e)%%/f'.'e)'%p*S†[.3/Ub
U9:$3G*%*%CS6-%['%0%$…`03G*%*%CS6-%['%0%….'f/
M2'U*O4HS[9,d‹*6/%<i‰‹R%'6*bU9,*Sp*O4H
4M'(/`04M/0Z%*bSp6/%6*V646U9:….L5…`0$…R/Ub.
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Z%(>(0R(/Hình 1.2.4‚'U='fUr.[UG%*b2'*%a%S)*%'0Z%/)
h(20*%/U9:*/3G*%*%CUX……'fURC%M.'fU
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h(239d*%XU2'e)%%/f'0a'%c•[%<39d*%XU2'e)*8UG%R
Lớp: VB16BQT01 - Nhóm 05 8
m €BS/)'`8%/0'/0
m"€%[+%/0'/0 m^LM%'J'c
LO*%C3q`86'Q
%a%S)*%'J'cU2*-
1)+UG%
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
Hình 1.2: Mô hình IS-LM của Mundell-Fleming với tỷ giá linh hoạt.
1.2. Thuyết bộ ba bất khả thi của GS. Robert Mundell và Marcuss Fleing:
„%|%0W*V6%\%53]€_]h'(M'6'%YC(H%c•[
*V6*%a%S)*%'J'c`0*%a%S)*%'0Z%/)-%&'%2*`0/*<*%X'e)%8U/)`0
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Hình 1.3. Tam giác bộ ba bất khả thi
a3&.•8*60/*b*%C3G*%3q`8'p3/`0'e)*8UG%.'%\*)*
%0•[W'J'cZ%'%'%]/U+2'*%a%S)*%'J'cU2*-R(/2'•8*
6*b*<*%X'e)*8UG%'%\Z%*b(V(/'e)`0vSY''(/9d*4XU2
Lớp: VB16BQT01 - Nhóm 05 9
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
*`dvSY'9d*/0R„%|%UG%'(M.*)*%0Z%'X%9B(6
l ;E;n`0_(6Z]l ;;;nUvh(2%\%53]€_]'%0%~%\%4Y'
Z%['%•R8%9'(/Hình 1.3._(6Z]l ;;;n*%/(H.2'•8*6-%['„4Œ
2''(/46&*'M*%a%S)*%'J'cU2* Sp+UG%*V6*%a%S)*%'e).`0
%2%-'%G'(9:'0*%a%R)*230CU9,*'b'‚''(/Bảng 1.1.
Dòng vốn
lưu động
hoàn toàn
Chính
sách
tiền tệ
độc lập
Hệ thống
tỷ giá cố
định
Ví dụ
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1.3.Thuyết tam giác mở rộng của Yigang và Tangxian:
i6`06j6l"!! n'X-'&*-%)''(W'%CX'42464Y'Z%['%*V6
53]`0U96M'%0%'%CX''6)*h(2RIJ'[*V6'%CX'0C0%|
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+ UG% 2' T6 l%6‘€S'64'Cn `0 *%a% S)*% 'J 'c U2* - 2' T6 l%6‘€
3]-]3]*]nRIb(>%<.'6)*4Y'Z%['%*V653]*%1d'-'(UX*)*
Lớp: VB16BQT01 - Nhóm 05 10
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
*<*%X'e)Hh*)*U1%l%6Cb*n'6)*0*%96UJ*-UX2'*<*%X'e)
'(6HUOUb'(/'6)*4Y'Z%['%(Sự tồn tại của cơ chế tỷ giá trung
gian sẽ được bàn luận kỹ hơn trong phần sau).i6`06j6Uvh(2
%\%0C`0ZX'(H2'•8*6*b'%*b%|-%8%,-&*'MZ%)*%6
`0Z%-%[*%Y-%SpU)%U+%/0'/0%9'6)**V653]R
9<'p%9Hình 1.3.46*f%'(/'6)*h(2lHình 1.4n*•'9<
k*%/&*'M*%a%S)*%R[UG%*f%5'9,'(9*%/*%a%S)*%'J'c
U2*-Š*f%U)CB.'9,'(9*%/3q`89U2%/0%[/Š`0*f%-%[r.
'9,'(9*%/+UG%'e)R6U1%*V6b*'6)*'9,'(p*%/*6ZX''e
)m ƒ*8UG%.m"ƒ%[+%/0'/0.mƒM%'J'cRN5S.B*`0r`
0*)*Z%/[*)*%'„U'PWUX*f%.'9,'(9=9,'*%/k*U2*V6
U2*-*%a%S)*%'J'c.k*U2ZS/)'`8`0k*U24XU2'e)R52''a%
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`0!“ƒ5S.B*%/F*r`“ƒ R
Hình 1.4: Thuyết tam giác mở rộng của Yigang và Tangxian
Trong đó
l nB%B*ƒ!.'k*03q`89U2%/0'/0`0B*ƒ 'k*0ZS/)'
`8%/0'/0R
l"n5Sƒ!.%ˆ60*%a%S)*%'J'c%/0'/0`05Sƒ .%ˆ60Y'U2*
-`J*%a%S)*%'J'cR
lnr`ƒ!.'k*0'e)*8UG%`0r`ƒ .'k*0'e)'%[+R
Lớp: VB16BQT01 - Nhóm 05 11
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
Ta xét 3 trường hợp sau
Trường hợp 1B%B*ƒ!.3q`8%/0'/09U2.'6*b5S’r`ƒ R
”UOCX5Sƒ!'%\r`ƒ ŠX5Sƒ '%\r`ƒ!ŠX!“5S“ '%\!“r`“ R/
Ub.*b46SpZX'%,-l n3q`89U2%/0'/0•*%a%S)*%U2*-'J'c
%/0'/0•'e)'%[+'p3/Šl"n3q`89U2%/0'/0•Y'U2*-`J
*%a%S)*%'J'c•'e)*8UG%Šln3q`89U2%/0'/0•U2*-*%a%
S)*%'J'c*bd%f•'e)'%[+*bd%fR
Trường hợp 2B%B*ƒ .ZS/)'`8%/0'/0.*%'6*b5S’r`ƒ!R
”UOC.5Sƒ!`0r`ƒ!.*%'6*b*)*ZX'%,-ZS/)'`8%/0'/0•*%a%
S)*%'J'cU2*-%/0'/0•'e)*8UG%R%p*'X.*%XU2'e)*8UG%'%9:
*b'(/*)*•8*6U6-%)''(`d'%G'(9:'0*%a%CXZR
Trường hợp 3B%!“B*“ .3q`89U2d%f.*%'6*b!“
5S’r`“ RIX5Sƒ!.'%\!“r`“ ŠX!“5S“ '%\!“r`“ %/F*r`ƒ!R
b46SpZX'%,-l n3q`89U2*bd%f•*%a%S)*%'J'cU2*-%/0
'/0•'e)'%[+*bd%fŠl"n3q`89U2d%f•*%a%S)*%'J'c
U2*-*bd%f•'e)'%[+*bd%fŠln3q`89U2d%f•
*%a%S)*%'J'cU2*-*bd%f•'e)*8UG%R
Phân nhóm
Mức độ kiểm soát vốn
Kc = 0 Kc = 1 0 < Kc < 1
5k*
U2U2*
-*V6
*%a%
S)*%
'J'c
`04X
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'/0U2*-•e
)'%[+'p3/R
€ €
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q`89U2
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Sp U2* - *V6
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e)*8UG%R
€ €
!“5S“
!“r`“
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%/0'/0•%a%
S)*%'J'cU2*-
d %f • e)
'%[+*bd%fR
€ €
5Sƒ! € B S/)' `8 €
Lớp: VB16BQT01 - Nhóm 05 12
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
r`ƒ! %/0 '/0 •
%a% S)*% 'J
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'/0•e)*8
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q `8 9
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q `8 9
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Bảng 1.2. Sự lựa chọn cơ chế tỷ giá theo mô hình tam giác bất khả thi
1.4. Thuyết tứ diện (A tetrahedron Hypothesis):
* Cơ chế tỷ giá trung gian - nền tảng của thuyết tam giác mở rộng và
thuyết tứ diện:
I%9Uvb.'6)*4Y'Z%['%*V653]*%1'-'(UX*)*U1%l%6C
b*n*V6'6)*RJ0CUK%ˆ6`dSp'%„6%.'%Xd*%1'K'f*<*%X
'e)'9<k`d46b*'6)**6ZX''e)'%[+'p3/.*6ZX''e)*8
UG%.`0M%'J'cR
p6'(MU*%/(HO*%C3q`8*0*6/S†0'+'%9<
*)**6ZX''e).4S'‘]3`0g//‘‘l ;;#n.](Sl"!!!n`0_S%](l"!! nUv
OM'%0%['%X'~9–*p*€4-/6(•%/F*['%X'~Z%*b`'(
6€'](]36']%//—€/'•RI%ˆ60*<*%X'e)'(6H|6*<*%X
'e)*8UG%`0*<*%X'%[+'p3/Z%'%U9,*3C'(\R/Ub.'%]/•6U
*V6*)*')*[0C.'(/'9<6*%'6S†Z%'%YCSpjY'%c*V6*)**<*%X
'e)'(6R)**<*%X'e)'(646/K'e)*8UG%*b'%UJ
Lớp: VB16BQT01 - Nhóm 05 13
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
*%1%.'e)*8UG%'%]/Z*/(‚'(9:l(6—-]Sn.%/F*3[4Ql463n.`0
Z*['%[+*b•[WRC%M.%J%0Z%'XZ%UKW`d['%CX'
~Z%*b`'(6•Ra3&._(6Z]l ;;;n'(H.U8`d%J•8*6.
[-%)-'(60-%%,-%<S/`d[-%)-hb*RJ0C0U.UF*4c'
0U8`d*)*•8*6U6-%)''(U3q`8*b•CdZ%'(h'%0%`Y
UJR T 3& *%• 56(Z/— l56(Z/` *%6Sn `0 *)* 6 '( •) U2 l'(6S'/
6'(*]Sn*%/UK'%:*[/f3|c%/S%l%/S%]'66'6n.3|cL]`Ci]C6'
`0'(˜]]](.56SS/l"!!!nUZ'(6[UG%~9–*p* €4-/6(•%6C
~Z%*b`'(6•RBX'•[.[UG%'(M4G4)*4Œ4h*[%6/f3|cR
%p*SpU8`d*)*•8*6U6-%)''(.'%[+'p3/Z%%u02'*%Np6
U`\Z%*b'%G'(9:'0*%a%-%)''(RBX'•[0.*<*%X'e)'f*)*9d*
U6-%)''(Z%*='%X'-%[+UG%.0*b'%'%6CU+|6%J/f*<*%X
'e)'(6Z%)*%6.-%&'%2*`0/'\%%\%'Q'(9hZ%'X.f-%)'.`0
*)**S8*'„4M/0R
* Thuyết tứ diện:
%CX''6)*h(2*V6i6`06j6l"!! n'%p*SpUv*%}%/)
'6)* 4Y'Z%['%*V653]RC%M.8%9%\%*V653]. W
'%CX'0C*%96j]j'UXSpZ%)*%6`JZ%[Q`6C9,9d*/04H2
'c'(/*)*JZ%'XZ%)*%6 S†')*U2'(p*'X-UX4XU2 'e )R
?6S6l"!!!n-%)'%c(62'8•6%c`|*%‚*|6‡%\%'%[+'e
)*V62'•8*6`dZ%[Q`6C9,•8*'X4H2'c*V6•8*6UbR&
'%.•8*60/*bZ%[Q`6C9,9d*/04H2'c%J%<*bZ%C%
%9d‚|k*3p'(|/f%8%Œ%<.`0*%/-%-'e)4XU2*6/%<
S/`d4XU2'(/3p'(|/f%8%/F*vSY'R?6S6*•-%)'%c2'
4H*%kCX%<`0a'4J`|%<`J'=•6'(N*V6')*U2'e)UX)
*[l]j*%6](6']-6SS€'%(/%n%902'CX'8j)*UG%SpZ%)*%6'(/•[W
'e)*V6*)*•8*6R/4%]l"!!DnUvU964XS8Z%[Q`6C9,9d*
/04HUK2'c`0/*)*CX'8Z%)*Uj)*UG%`c*p6*%N*<*%X'e).`0
Uvh(2'6)*4Y'Z%['%*V653]'%0%'%CX''k3cR
Lớp: VB16BQT01 - Nhóm 05 14
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
Hình 1.5. Thuyết tứ diện
(/Hình 1.5.*%'6*b2''k3cUJRF'F'39d'9,'(9*%/
Z%[Q`6C9,9d*/04HUK2'cŠF'54M'()'9,'(9*%/
*%a%S)*%'J'cU2*-%/0'/0ŠF'U83cB'9,'(9*%/3q`89
U2%/0'/0ŠF'-%[r'9,'(9*%/Sp+UG%'e)R8%9'(9d*UOC.
*%'6*b'+Z%/[*)*%'„4Y'ZPU0/UX*)*F'*V6'k3cU4H
*%J*6/*V6'k3cRF'4.5S.B*`0r`0Z%/[*)*%'„UUX48F'.
=9,''9,'(9*%/Z%[Q`6C9,9d*/04H2'c.k*U2U2*-
'J'c.k*U2ZS/)'`8`0k*U24XU2'e)RJ-%a6*)*b*.b*0
*%'6UJ*-46U=08%9%\%'(M.*%1(Mb*mD'%%c*%/Z%[
Q*6/%Y'U`6C9,•8*'X4HUK2'cRU<[.UF'*%J*6/*V6
'k3c5%ƒ .'%\S6Ub!“ƒ4.5S.B*%/F*r`“ƒ `04’5S’B*’r`ƒ R
%'6=9,'j'*)*'(9:%,-S6lw]Bảng 1.3n
Trường hợp 1Khi Cb = 0,'k*0Z%*bZ%[Q`6C9,9d*/0
4HUK2'c.'%\5S’B*’r`ƒ R
€Đầu tiên, khi Kc = 0 thì Ms + Ev = 1R”UOC*b46Z%[QX5Sƒ!.'%\
r`ƒ ŠX5Sƒ '%\r`ƒ!ŠX!“5S“ '%\!“r`“ RI%9`C.46SpZX'%,-
*bU9,*0l nZ%*bZ%[Q`6C9,9d*/0•3q`89U2%/0
'/0•*%a%S)*%'J'cU2*-%/0'/0•'e)'%[+'p3/Šl"nZ%*bZ%[
Q`6C9,9d*/0•3q`89U2%/0'/0• Y'U'a%U2*-
'(/*%a%S)*%'J'c•'e)*8UG%RlnZ%*bZ%[Q`6C9,9d*/0
•3q`89U2%/0'/0•*%a%S)*%'J'cU2*-*bd%f•'e)'%[
+*bd%fR
€Thứ hai, khi Kc = 1, thì Ms + Ev = 0.”UOC5Sƒ!`0r`ƒ!.%ˆ60
Z%*bZ%[Q`6C,9d*/0•ZS/)'`8%/0'/0•*%a%S)*%'J'c
Lớp: VB16BQT01 - Nhóm 05 15
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
U2*-%/0'/0•'e)*8UG%ROC0SpZX'%,-'%9:'%YC'(/*)*9d*U6
-%)''(`d'%G'(9:'0*%a%CXZ
-Thứ ba, khi 0 < Kc < 1, thì 0 < Ms + Ev < 1.”UOC.X5Sƒ!.'%\!“r`“
ŠX!“5S“ '%\S6Ub!“r`“ %/F*r`ƒ!RI%9`C.*b46SpZX'%,-Z%)*
l nZ%*bZ%[Q`6C9, 9d*/0 •3q`89U2*bd%f •
*%a%S)*%'J'cU2*-%/0'/0•'e)'%[+*bd%fŠl"nZ%*bZ%[
Q`6C9d*/0•3q`89U2*bd%f•*%a%S)*%'J'cU2*-*b
d%f•'ea6'%[+*bd%fŠlnZ%*bZ%[Q`6C9d*/0•3q
`89U2*bd%f•*%a%S)*%'J'cU2*-*bd%f•'e)*8U%R
Trường hợp 2:Khi Cb = 1,UJ0C%ˆ60*bZ%[Q*6/%Y'U`6C
9d*/04H2'c.*%'6S†*b5S’B*’r`ƒ!R\!“ƒ5S.B*%/F*r`“
ƒ .M5Sƒ!.B*ƒ!`0r`ƒ!.*%'6*bSpZX'%,-?/0'/0*bZ%[Q`6C
9d*/0•9U3q`8%/0'/0•*%a%S)*%'J'cU2*-%/0'/0•
'e)*8UG%R%p*'X.*<*%X'e)39d*%XU2*%}`0*+Ul*6SS*6/3
S'636(3n'%2*`JSpZX'%,-Z0CR
Trường hợp 3:Khi 0 < Cb < 1,%ˆ60Z%[Q`6C9d*/04H2'c
*bd%f.'%\!“5S’B*’r`“ R
- Đầu tiên, khi Kc = 0, thì 0 < Ms + Ev < 1R”UOCX5Sƒ!.'%\!“r`“ Š
X!“5S“ '%\!“r`“ %/F*r`ƒ!Rb46ZX'%,-0l nZ%[Q`6C9d*
/0*bd%f•3q`89U2%/0'/0•*%a%S)*%'J'cU2*-%/0
'/0•'e)'%[+*bd%fŠl"nZ%[Q`6C,*bd%f•3q`89
U2%/0'/0•*%a%S)*%'J'cU2*-*bd%f•'ea6'%[+*bd%fŠ
lnZ%[Q`6C,9d*/0*bd%f•3q`89U2%/0'/0•*%a%
S)*%'J'cU2*-*bd%f•'e)*8UG%R
- Thứ hai, khi 0 < Kc < 1, thì 0 < Ms + Ev < 1, hoặc Ms + Ev = 0.”UOC.X
5Sƒ!.'%\!“r`“ ŠX!“5S“ .'%\!“r`“ %/F*r`ƒ!Š`05Sƒ!`0r`ƒ
!RbDZX'•[0l nZ%[Q`6C9d*/0*bd%f•9U2`8*bd
%f•*%a%S)*%'J'cU2*-%/0'/0•'e)'%[+*bd%fŠl"nZ%[Q
`6C,9d*/0*bd%f•3q`89U2*bd%f•*%a%S)*%'J'c
U2*-*bd%f•'e)'%[+*bd%fŠlnZ%[Q`6C,d%f•3q
`89U2d%f•*%a%S)*%'J'cU2*-d%f•'e)*8UG%ŠlDnZ%[
Q`6C,*bd%f•3q`89U2*bd%f•*%a%S)*%'J'cU2*-
%/0'/0•'e)*8UG%R
/S)%%|ZX'%,-p6*%N*<*%X 'e)'(/Bảng 1.2`0 Bảng 1.3.
*%'6'%YC'6)*4Y'Z%['%*V653]*%102''(9:%,-UF*4c'*V6
'%CX''k3c`d4ƒ!RB%4ƒ!.%0W•8*6UbZ%*bZ%[Q`6C,
Lớp: VB16BQT01 - Nhóm 05 16
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
9d*/04H2'c.b*'%k'90mD`046*f%S†Z%jY'%c'(/F'39d
R/Ub'k3cUJ'(h'%0%'6)*UJlHình 1.6n
Hình 1.6. Tam giác bất khả thi là trường hợp đặc biệt của Thuyết tứ diện
Phân loại Khả năng vay mượn nước ngoài bằng nội tệ và mức độ tự
do hóa dòng vốn
Cb = 0,
Kc = 0
Cb = 0,
Kc = 1
Cb = 0,
0 < Kc < 1
5k*
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€ €
Lớp: VB16BQT01 - Nhóm 05 17
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
5Sƒ!
r`ƒ!
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B%*bZ%[Q
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Bảng 1.3. Sự lựa chọn cơ chế tỷ giá theo thuyết tứ diện
2.Khái niệm chung về bộ ba bất khả thi:
2.1. Chính sách tiền tệ độc lập:
Lớp: VB16BQT01 - Nhóm 05 18
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
%a%S)*%'J'cU2*-0%|*%a%S)*%0%09d*'%p*%c%H
&*Ua*%UJ'X'Z%'X.%9Z%•6'OUX%|*%a%S)*%.UX'1)%6C
'Q[.%6C*)*4XS8`ˆZ%)*R
2*-'J'c-*%/*%a%-%V*%VU2ST3&*)***&*%a%S)*%
'J'cU'%p*%c*%a%S)*%-%[*%ZPZ%'XR%u%fXJZ%'X*b3Y
%c-%)''(b.*%a%-%VS†'QvSY'%/F*'%‚'*%F'*'J`09,*fR
(/*)*'(9:%,-0C*%a%-%VZ%•6'OUX'e)'Q%6C[`0*)*
4XS8Z%'X`ˆZ%)*R%a%`\SpU2*-'J'c0C0%J%0Z%'X'
(H*%S†-JZ%'X'Q'(9h+UG%%<RC%MU2*-'J'c•)
k**b'%02'*)*dU*%a%-%Vf3&'%p*%c*)**%X9,*'Q'(9h
/b'(/‚%fR
2*-'J'c%J%<`\`C3@3‡UX4Y'+UG%'(/'Q'(9h`0
'J}C*<f-%)'*6/Rb0*%96ZU2*-'J'c•)k**bZ%[Q0
*%/*%a%-%V'J'c%b6*%'M*%a%-%V4H*)*%-%)'%0%'J'(6'([*%/
'%O%&'OS)*%R?•[0JZ%'X(<`0/Y'+UG%`d'\%'(ff
-%)'R
2.2. Ổn định tỷ giá:
oUG%'e)-'f/(6*)]/36%%ˆ6U*%a%-%V'X%0%*)*4c
-%)-+UG%)*[R)]/0C0*%/%'%k**V6%0U='9U8`d(V(/*V6
JZ%'X[U.0'Q'%MJ'*V6**%`)/UK2'cRY'*[
-0*%/'(9:U='9'8'MRC%M.'e)*8UG%%6C+UG%•)k*
*bF''()*V6bRe)•)+UG%0*%/*%a%-%VY'U2'**&U%Y-
'%&*)**S84M'(/`04M/03‡`0/JZ%'X
a3&.f-%)'*6/'(/9d*0'e)=%9*8UG%3@3‡UXC*<
%0%b6Y'Sp**f%'(6%'(M'%G'(9:'%Xd.%•[0jY'Z%}[`0
%-Z%}'QMRI/0(6.'a%•)*k%‚**V6'e)*qQ*[Z%*%/
%|%00*%a%S)*%ST3&**&*%a%S)*%-%%,-`d'%p*'X3@4X
*[JZ%'X.%Y'0Z%U6*b3Y%c4/4b'0S[
I%\*%'e)•)*k%‚**%u%|*bZ%[Q3‡UX4Y'+
'(/'Q'(9h.(V(/f-%)'*6/0*q3‡UX-%O4+S6Kp*`0'Q
'(9hZ%4J`|R
2.3. Hội nhập tài chính (tự do hóa dòng vốn):
L0`c**%/*)**%V'%U9,*'p3/*%CU+*)*'0S['0*%a%'(/9d*
'%0%'0S['0*%a%9d*/0`09,*f'%]/'e)%8U/)3/'%G'(9:•C
UG%R
6'%YC'p3/%b63q`8[%%9hUXJZ%'Xh%Jb*U2
Lợi ích:
Lớp: VB16BQT01 - Nhóm 05 19
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
’?|%\%-•8*6'Q'(9h%6%%<`0-%O4+Kp*'8'
%<.-%0U='9U63f%b6U='9R
’%\% :f/(6U2p*-*%/*%a%-%V'X%0%%J*[*)*%`0
•['(G'8'%<U'%]/ZG-%|'%6CU+'„%2%-R
L,a*%d%Y'6f'„%2%-'0*%a%0'f/(6U2p*-*%/*%a%
-%V'X%0%%J*[*)*%`0•['(G'8'%<U'%]/ZG-%|'%6CU+'„%2
%-R
Hạn chế:?2%-'0*%a%*•U9,**%/0CM%O3‡UX4Y'+
Z%'X%|Q=UOCRq`8)'X-*%[C`0/JZ%'XU6-%=0‚
%f`06'a%U=*<R
3. Sự kết hợp của bộ ba bất khả thi:
3.1. Tỷ giá cố định và tiền tệ độc lập: U9,*ZX'%,-4H*)*%p6*%N'%G
'(9:`8Ub%6C*%a%-%V-%['%X'-ZS/)'`8%/0'/0RB%*bZ
S/)'`8.8M%c|6vSY'`0'e)S†4G-%)`–R
3.2. Tiền tệ độc lập và tự do vốn: U9,*ZX'%,-4H*)*%p6*%N*%XU2'e
)'%[•.`dp6*%N0C*%a%-%VlI?™nU9,*•CJ'p3/YUG%vSY'
%9U+f'e)-%[`%0%'%]/CM'‚**V6'%G'(9:R
3.3. Tự do vốn và tỷ giá cố định: U9,*ZX'%,-4H*)*%p6*%N*%XU2'e
)*8UG%%9-%['„4ŒU2*-'J'cRUJ0C*b%ˆ60*%a%-%VUvY'U
2'**&UJ*%1%vSY''(/9d*U2*-`dvSY'9d*/0R
4. Thước đo bộ ba bất khả thi:
4.1. Thước đo:
4.1.1. Độc lập tiền tệ (MI):
5k*U2U2*-'J'cU9,*U/4H%0%G*%U[/*V6k*'9<•6%0
Q*V6vSY'%0'%)|6•8*6Sh'f`0•8*6*<ShR%1S8k*U2U2*
-'J'cU9,*j)*UG%4H*'%k*
(/Ub•8*6Sh'f.
š•8*6*<ShR
%]/Ub
5S†%*)*)'(G›!. œR)'(G*0d*b%ˆ60*%a%S)*%'J'c*0
U2*-%<R
4.1.2. Ổn định tỷ giá (ERS):
oUG%'e)lrgnR2+UG%'e)*%a%0U2c*%*%}*V6'e).U9,*
'a%'%]/Q3p6'(M3|c'e)•'%)|6•8*6Sh'f`0•8*6*<ShR
2+UG%'e)H|6)'(G `0!.*0'X`J 'e)*0+UG%
Lớp: VB16BQT01 - Nhóm 05 20
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
)*%U/9:U2+UG%'e)%9'(MS†-*%'6j)*UG%U9,*k*
U2+UG%*V6'e)'(M'%p*'X02'•8*6U6)-3&*%kZ%-%[3p6
'(M*%a%S)*%'e)0•8*6Ub'CM48R
4.1.3. Hội nhập tài chính (KAOPEN):
(/*)**%1S8U/9:42464Y'Z%['%.Z%b%Y'0U/9:k*U2%2
%-'0*%a%.'k*0U/9:k*U202'•8*6'X%0%ZS/)'`8RC
%M.`c*U/9:k*U2ZS/)'`8(Y'-%k*'f-`\(Y'Z%bU*b'%%3c
`09,%b6'Y'*[%|%\%'%k*ZS/)'`8'(/'%p*'XR%u%f*b•8*
6'C'CM48h*T6'%G'(9:`84H%|*%a%S)*%Z%)'%'%/)
%9'(/'%p*'XfZS/)'`84H%|4c-%)-)'X-Z%)*R%1S8U2
h'0Z%/[`8U9,*%‚*'d%J%Y'%c6C*%a%0Bm$rI3/%`0'/
UJjY'RBm$rI3p6'(M'%''(/4)/*)/%0Q`J*<*%X'e)`0
%| %f *%X /f %8 3/ 5_ -%)' %0% lm6 g]-/(' / rj*%6]
m((6]]'S63rj*%6]g]S'(*'/S€mgrmrgnR/Ub.Bm$rI*%1*%/'%YC
2'•8*6`JF'-%)-Wl3]š(]n*b'X%0%*)**%a%S)*%ZS/)'`8%6C
Z%R%1S8Bm$rI*•4X'%M|6!`0 R)'(G*0*6/*V6*%1S80C
*%/'%YC•8*6h*T6%<`d%|6/3G*%`8jCM•8*6RI/0*)*%U/
9:*)*&*'M*V64246'%]/%`0'/.2'S8%M*kST3&*)*'%9d*
U/Z%)*
€g/S]l ;;nUJjY'U/9:U2*-'J'c4H*)*%j]j'-%[k*V6
'e)%8U/)`d%|'%6CU+'(/S[9,.vSY'`0*'J
€IX*/U2*-'J'cUK%ˆ6`dk*U2U2*-*V6I?™'%\
Z](6`0*2Spl ;;"nUvU96(6*%1S83p6`0/'a%-%)-WlU2*-`J
F'-%)-WnŠS6Ub0*%1S8`J'ec')4+%c*%k*`&'%8U8*I?™lU2*-
'(M'%p*'XnR)**%1S80CU9,*2'S8%M*kST3&.*%u%f‹)*/]`0
)˜•]˜l"!!#n.Z/Sl"!!An.(/—]`05]63]l"!!En.(]%](`0*2Spl"!!An.
6m-636`0m36?/l"! nR
€4S'‘]3.5RŠ%646%.‹RŠ`06C/(.mRl"!!#nUJjY'U/9:U2*-
'J'c3p6`0/k*U2'%6CU+*V6vSY'36%%ˆ6‚%f
€U)%)k*U2+UG%'%p*'X*V6'e).2'S8')*[ST3&
%\%%K•C'CX'a%3p6'%]/'e)'(6/U+'J'c*%/.U9,*ST3&U='M4h
?636]`0?6l ;; n.S6UbU9,*-%+4X4h_(6Z]`0™]lZ'„UbU9,*N
0%\%_(6Z]€™]nR=UOC*)*%U/9:0C*•U9,*`3&'(/
%|%M*k*V6*)*')*[Z%)*%96SSC€7(./](.`05/
l"!!n.%6%.•]]S.`0$6'6Zl"!!#n._(6Z]`0™]l"!!EnR
€L6]`05]S€_]((]''l"!!nUJjY'U/9:%2%-'0*%a%'(M'%p*'X
4H'ec'+,`0'0S[9d*/0'(/*)*O'%6%'/)
Lớp: VB16BQT01 - Nhóm 05 21
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
€m˜]6.‹R.5RR%.`0?R'/l"!!An-%)''(2''-%,-K%J
*%1S8l3]jn*V6W'%CX'424Y'Z%['%UU/9:k*U2*V6• '(/p6
*%N*%a%S)*%UvU9,*'%p*'%'(/*)*JZ%'XRT3&%|*%1S80C.*)*
')*[UvZ'(6j]*%*b'9<•6'CX'a%`d%6%6CZ%`0j)*UG%
(H*b2'Sp'%6CU+'(/2'4X*V64246S†OC(62'Sp'%6CU+U8`d4
%cU8-'(/'(4\%'(NS8*V6"4X*qfRJUb*b%ˆ60%9
W'%CX'Uv3pU/).*)*JZ%'X-%[U8F'`d`c**O4Hp6*%N*%a%
S)*%UUf'U9,*SpZX'%,-'8'%Y'RF*4c'.%M*kUv*%/'%YC'%9d*U/0C
*b'9<•6'CX'a%`d%6R
€/((**.5]C](€(*].`06'646(46(6l"!!;nUvU)%)k*U2%2%-
'0*%a%4H`c*-%)''(2'*<Sh3|c`d4[3|c`JSp-%)''(Z%
`p*'0*%a%RI%9`C*b'%'%YCF*3Uv(6U:Z%)O%9*%/'d'4OC:.
42464Y'Z%['%`‡02'*%VUJ'%%'Sp•6'O*V6*)*%0%M*kR0
Z%*%13„fh`c*U/9:Spp6*%N*%a%S)*%.*)*%M*k*qU'%]/
%J%9d*%CMSOZ%)*.*%u%f%9')*U2*V6*)*ZX'%,-*%a%S)*%UX
*)*4XS8Z%'X`ˆ.%6C%|'%6CU+*%a%S)*%S6Z%V%/[ž
4.2. Chứng minh:
4.2.1. Dùng mô hình tam giác đều:
?\% 0Sp%%N6`JCM'‚*%/f'U2*V642464Y'Z%['%R5•*f%
'%%c*%/*)*&*'M'8'%Y'.=9,'0*%a%S)*%'J'cU2* Sp+UG%
*V6'e).`0%2%-'0*%a%%/0'/0R8%G*%`d•*f%l%6C•&*
'Mn0*)***&*%a%S)*%'f*)*U1%R5&*'M%2%-'0*%a%U8%G*%`d
U1%ZS/)'`8Š&*'M+UG%'e)U+9,*`dU1%'%[•%/0'/0Š&*
'M*%a%S)*%'J'cU2*-U89,*`dU1%]%'J'cRY'ZP*F-&*
'M0/*•*b'%Uf'U9,*4h2'U1%H|6Ra3&.&*'M*%a%S)*%'J
'cU2*-`0'e)+UG%Uf'U9,*4hU1%ZS/)'`8%/0'/0R5&*'M*%a%
S)*%'J'cU2*-`0%2%-'0*%a%%/0'/0*b'%Z%['%`dU1%'%[•
%/0'/0R
8*.&*'M'e)+UG%`0%2%-'0*%a%Uf'U9,*4hU1%M
%'J'cR
?/0'/0Z%Z%['%UUf'U9,*UK'%:*[46&*'MR
Lớp: VB16BQT01 - Nhóm 05 22
BMŸS/)'`8
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
%a%S)*%'J'cU2*-e)+UG%
?2%-'0*%a%%/0'/0
Tam giác bộ ba bất khả thi.
Nguyên lý của bộ ba bất khả thi:
q`8
9U2
%/0'/0
%a%
S)*%'J
'cU2*-
?c'%8
'e)*8
UG%
a3&
BS/)'`8 B% b b
(78*'(9d**2**[
*)*%'%)E•"!!#
LM%'J'c b Z% b ?KB/.ry
e)'%[+ *b *b B% I%'.Ž*
p6`0/4['b'‚''6*b'%'%YC(H2'•8*6Z%'%'%p*%c
UK'%:46&*'MRIXUf'U9,*&*'M3q`89U2%/0'/0`0%c
'%8'e)*8UG%'%\%09d*-%['%p*%cZX%/f*%ZS/)'`8.`0%9`C
'%\3q`8Z%'%*%[C`0/JZ%'X2'*)*%'p3/U9,*.%ˆ60Z%'%p*
%cU9,*&*'M3q`89U2'p3/R9<'p.2'Z%'%p*%cU9,*&*
'M%c'%8'e)*8UG%`03q`89U2`0/JZ%'X'p3/'%\Z%'%
'%p*%cU9,*&*'M*%a%S)*%'J'cU2*-`\-%['%p*%c]%'J'c
lM%'J'c*b'%U9,*%\%38%9`c**)*•8*6]%*)*
*%a%S)*%'J'c8%9Z%8ry%c6CnR0*qf.U*bU9,*&*'M*%a%
S)*%'J'cU2*-`0'p3/%b63q`8'%\-%[%CS%%c'%8'e)*8UG%R0
Z%Ub'%\-%['%p*%c4c-%)-U'e)'%[+R
Lớp: VB16BQT01 - Nhóm 05 23
%6Ÿ•%/0'/0
LM%'J'Ṃ
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
4.2.2. Dùng đồ thị (R, Y):
(M•%\%`†`dZW%c*)*U9:%9S6
BP'-%,-*)*'+%,-|6S[9,`0vSY'0'fUb*bSp*O4H*)
*O'%6%'/)R
LM U9:43@2''-%,-*)*U*O4H'(O'%G'(9:'c'cR
L`050%*=|'JF'*V6*)%O`0*'J*V6*<•6•[W
'J'c*V6%09d*R
r vSY'R
Y U9:'+*=R
ISU9:4'%G'-%,-*)*k*vSY'`0'%%-*O4H'%G'(9:
%0%b6`ˆR
I 0U='9
S 'X'ZcR
Ổn định tỷ giá và độc lập tiền tệ :
Thị trường vốn đóng.
wY'-%)''„m'%p*%c*%a%S)*%'J'ch(203G*%*%CL5UX
L5 R
L5 *‚''f'%\*bg'%Y-%<.*b ¡i!0*%/SY'Z%}(qIw
[0Y'*O4H'e)RIX%09d**%/%2%-'0*%a%0*%/)-p*
*0dU8`d*8UG%'e)ƒ¡%2%-'0*%a%S†Z%'K'fR
Độc lập tiền tệ và hội nhập tài chính:
w''fUmX%09d*'%p*%c*%a%S)*%'J'ch(2'%\U9:
L53G*%*%CjY''%0%L5 R9:L5 *‚''f*b('%Y-03q`8
3G*%*%C(69d*/0`0'fUb*bk*S[9,i d%<k*S[9,i!
Lớp: VB16BQT01 - Nhóm 05 24
Lý thuyết về bộ ba bất khả thi GVHD: ThS. Trương Minh Tuấn
0*%/SY'Z%}(q[ƒ¡*/f'c[.*=/f'c'Qƒ¡Z%'%
+UG%'e)R
Tỷ giá thả
nˆi.
Ổn định tỷ giá và hội nhập tài chính
j''fUm'%p*%c*%a%S)*%h(2'J'cU9:L53G*%*%CUX
L5 R
L5 *‚''f*0C'f*b('%Y jY'Z%}(q[lIwn0'e)
4XU+.%09d*-%[4U‚-Z%/[/f'c0C4H*)*%4</f'c`0/'%G
'(9:ƒ¡0L5 3G*%*%CUXL5ƒ¡*%a%S)*%'J'c`')*3&R
Tỷ giá cố định
Lớp: VB16BQT01 - Nhóm 05 25