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What’s good
• Good knowledge of literature
• Humble
• Care in rethinking R&S specification and
using robust evaluation methods
• Sensitivity tests
One of the most careful aid-growth studies
Major concerns
• Data mining?
–1970-2000 timeframe vs. others
• Black box problem/fragility
• Credibility of instrument
• History of new techniques undone
See also Dalgaard and Hansen 2001
Four realities, one best-fit line
Anscombe, F.J. 1973. Graphs in Statistical Analysis. The American Statistician
Dalgaard, Hansen, and Tarp 2004
“deep
determinant”
15
Aid/GDP vs. Aid/GDP×tropical area fraction,
Dalgaard, Hansen, and Tarp (2004) dataset
JOR7881
10
JOR7477
ZMB9497
GMB8689
ZMB9093
HTI9497
MWI9093
GMB9093
NIC9093
PNG7477
PNG7073
MLI8689
JOR7073
NER8689
GMB7881
PNG7881
NIC9497
NER9093
MLI9093
PNG8285
GMB8285
TGO9093
TGO8285
MWI8689
MLI9497
SEN8689
MWI9497
BFA9093
MLI7881
TGO8689
ZMB8689
BFA7881
MLI8285
MLI7477
BFA9497
TGO9497
BWA7881
PNG8689
NER7477
UGA9093
SEN9093
PNG9093
EGY7477 BWA7477
SLE9497
NER8285
NER9497
JOR8689
ETH9093
NER7881
CIV9497
SYR7881
BFA8689
MWI7881
JOR9093
NIC8689
SEN9497
GHA8689
UGA9497
ETH8689
BFA7477
TGO7881
BWA7073
MDG9093
COG9497
BFA8285
ZMB8285
SYR7477 BWA8285
UGA8689
SLV8689
ZMB7881
MDG9497
BWA8689
HND8285
SLV8285
MDG8689
HND9093
TGO7477
ETH8285
SEN8285
BOL9497
NIC8285
GHA9093
BOL8689
GMB9497
HND8689
MWI8285
TUN7073
EGY9093 ZAR8689
SEN7881
BOL9093
PNG9497
KEN8689
MLI7073
KEN9093
HTI8689
NER7073
HND9497
CMR9497
ZWE9093
ETH9497
JAM8285
BFA7073
MWI7477
MWI7073
CIV9093
BWA9093
SEN7477
GHA9497
JAM8689
SYR8285
ZWE9497
CRI8285
NIC7881
SEN7073
SLV9093
EGY7881
KEN8285
CMR7477
SLE9093
CMR7073
COG7881
HTI8285
GMB7477
ETH7881
MDG8285
KEN7881
JOR9497
SLE8689
ZAR7881
CMR9093
SLE8285
JAM9093
ZWE8285
ZAR9093
GAB7073
TUN7477
CMR7881
ZAR7073
COG7477
COG8285
CRI8689
ZWE8689
MMR7881
JAM7881
TGO7073
GAB9497
KEN9497
KEN7073
ZMB7477
GHA8285
EGY7073
ZAR7477
HND7881
HTI9093
LKA7881
ZAR8285
ETH7477
LKA8285
HTI7881
UGA8285
EGY8285
BOL8285
LKA8689
PAK7073
LKA9093
IDN7073
MDG7881
MMR8689
GAB9093
HTI7477
GAB8285
ZAR9497
MMR8285
SLE7881
KOR7073
PAK7477
GHA7881
BWA9497
MDG7073
SLV9497
KEN7477
DOM8285
GHA7073
MAR7881
BOL7881
EGY9497
MDG7477
COG9093
MAR7073
EGY8689
CIV7073
CMR8689
LKA7477
MAR8285
PAK7881
SYR8689
DZA7073
JAM9497
CIV8689
ETH7073
MAR9093
POL9497
SYR7073
TUN7881
GAB8689
CMR8285
HND7477
UGA7881
GTM8689
COG7073
SLV7881
TUN8689
BOL7073
COG8689
POL9093
ZWE7881
TUN9093
BOL7477
PRY7073
MMR7477
UGA7073
LKA9497
PAK8285
TUN8285
GHA7477
MAR7477
PAK8689
LKA7073
DOM7073
GAB7477
DOM7881
MMR7073
PHL8689
COL7073
PRY7477
PER9093
MAR9497
SYR9093
GTM9093
NIC7477
PHL9093
CIV7477
DOM8689
GTM9497
ZMB7073
PRY8285
CRI9093
IDN7477
PAK9093
PRY8689
CIV7881
TUR7073
GAB7881
PHL7073
UGA7477
IND7477
IND7073
PRY9497
PRY9093
PER8285
NIC7073
PAK9497
PRY7881
NGA7073
PHL9497
CRI7881
MAR8689
GTM8285
TUR7881
TUR9093
IND7881
PER9497
HND7073
SLE7477
MMR9093
GTM7881
PHL8285
CIV8285
ECU9093
PER7073
ROM9093
TUN9497
DZA7477
CHL7073
DOM7477
ECU7073
ECU9497
PER7881
PER7477
ROM9497
DOM9497
IDN9093
SLV7477
GTM7477
IDN7881
PER8689
PHL7477
BGR9497
KOR7477
IND8285
MMR9497
DOM9093
GTM7073
PHL7881
MYS7073
TUR8285
ECU7477
ECU8285
IDN8689
THA7073
THA8285
CRI7073
ECU8689
THA7881
HUN9497
SYR9497
JAM7073
THA8689
IDN8285
JAM7477
DZA7881
DZA9497
IND9093
IND8689
POL8285
CHL7477
DZA9093
BRA7073
CRI7477
THA9093
IDN9497
THA7477
MYS8285
SLV7073
BGR9093
KOR7881
DZA8689
COL7477
ECU7881
MYS8689
MYS7477
THA9497
HUN7881
HUN9093
TUR7477
TUR9497
URY7073
URY8689
URY9497
CHL9497
DZA8285
IND9497
NGA9497
MYS9093
NGA9093
CHL8285
CHN9093
CHN8689
KOR8285
POL7881
TUR8689
CHL7881
CHL9093
MEX7073
COL9497
NGA7477
TTO8689
MYS7881
CHN9497
CHN8285
IRN9497
IRN9093
KOR9093
ROM7881
ROM7477
URY8285
URY7881
URY9093
BRA7477
COL8285
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NGA8689
TTO7881
TTO9497
COL7881
TTO8285
ARG8285
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BRA8285
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CHN7881
CHN7477
COL9093
HUN7477
HUN8285
IRN8689
IRN8285
IRN7881
IRN7477
KOR8689
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URY7477
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ARG9497
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IRN7073
KOR9497
ZWE7477
VEN9093
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TTO7477
ARG8689
MYS9497
ARG9093
CHL8689
BGR8689
HUN8689
SLE7073
TTO7073
HTI7073
ZWE7073
0
5
JOR8285
-5
GMB7073
-5
0
5
Aid/GDP * Tropical Area Fraction
Roodman, Through the Looking-Glass and What OLS Found There
10
Inside AJT’s black box
• Elaborate weighting could opaquely
increase dependence on handful of
observations
– Low-aid countries that look like high-aid ones and v.v.
• Again Jordan-driven?
• Need pictures
• List low- and high-aid countries and their
weights
Assumption needed to show causality
Simplifying,
Population  foreign aid/capita  growth
We assume:
A. Population affects growth only through aid.
That plus data—an observed correlation between
population and growth—leads to:
B. Aid affects growth.
Population “instruments” aid.
Actual instrument is more complex, based on population.
Not discussed?
History of new techniques undone
(read AJT!)
•
•
•
•
•
Cross-section OLS
Panels
2SLS
Difference GMM (Hansen & Tarp 2001)
System GMM (Dalgaard, Hansen, & Tarp 2004)
• Now? Propensity score methods
– Return to cross-section
Panel vs. cross-section
• Hansen & Tarp 2001 argue presence of fixed
country-level factors that simultaneously
influence aid and growth (fixed effects) makes
Burnside & Dollar inconsistent
→Panel methods: studying variation over time within
countries, not variation across countries
• Contrarily, AJT assumes no fixed effects
– …or at least that its controls suffice to capture them
(while B&D’s don’t?)
→Allows cross-section methods
• My point: not “gotcha,” but:
– Circling back suggests fundamental difficulties
A mathematician’s perspective:
I am an aid regression skeptic
Gödel’s incompleteness theorem
Heisenberg’s uncertainty principle
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