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Presentation file over Endogenous Growth Model presented by the group 12 Knights
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Co
mp
any
LO
GO
The
ory
of G
row
th a
nd D
evel
opm
ent
En
do
gen
ou
s G
row
th M
od
el
Pre
sent
ed B
y:
Dev
elop
men
t Eco
nom
ics
�D
evel
opm
ent e
cono
mic
s is
the
stud
y of
fulfi
lling
unl
imite
d hu
man
wan
ts b
y be
st u
tiliz
atio
n of
sca
rce
reso
urce
s an
d it
emph
asiz
es o
ver
the
infr
astr
uctu
ral d
evel
opm
ent a
s w
ell.
�It
invo
lves
the
crea
tion
of th
eorie
s an
d m
etho
ds th
at a
id in
th
e de
term
inat
ion
of p
olic
ies
and
prac
tices
and
can
be
impl
emen
ted
at e
ither
the
dom
estic
or
inte
rnat
iona
l lev
el.
Gro
wth
and
gro
wth
rat
e
�In
crea
sing
gro
ss n
atio
nal p
rodu
ct o
f a c
ount
ry in
a
part
icul
ar ti
me
usua
lly o
ne y
ear
is k
now
n as
the
grow
th.
100
0
01
×−
=y
yy
Gro
wth
Whe
re,
y 1=
Gro
ss N
atio
nal P
rodu
ct o
f the
cur
rent
yea
ry 0
= G
ross
Nat
iona
l Pro
duct
of t
he p
revi
ous
year
Gro
wth
vs.
Dev
elop
men
t
�In
crea
sing
the
prod
uctio
n in
one
or
mor
e se
ctor
s of
a c
ount
ry
is k
now
n as
gro
wth
. On
the
othe
r ha
nd, e
cono
mic
de
velo
pmen
t is
long
-ter
m p
roce
ss, b
y w
hich
nat
iona
l inc
ome
of a
cou
ntry
incr
ease
s co
ntin
uous
ly a
long
with
infr
astr
uctu
ral
deve
lopm
ent.
�If
ther
e is
a g
row
th in
a c
ount
ry, t
here
may
not
be
any
deve
lopm
ent.
But
if th
ere
is a
ny d
evel
opm
ent t
here
mus
t be
an
econ
omic
gro
wth
.
The
orie
s of
gro
wth
�W
hy th
ese
theo
ries?
�P
opul
ar T
heor
ies:
�C
lass
ical
theo
ry (
Har
rod-
Dom
arM
odel
)�
Neo
-Cla
ssic
al th
eory
(S
olow
-Sw
an M
odel
)�
End
ogen
ous
Gro
wth
The
ory
Har
rod-
Dom
arM
odel
�Li
mita
tions
:�
In th
is m
odel
, sav
ings
rat
io a
nd c
apita
l fo
rmul
atio
n ra
tio a
re a
ssum
ed to
be
cons
tant
. But
th
ey fl
uctu
ate
a lo
t.�
The
theo
ry is
bas
ed o
n ‘L
aiss
ez F
aire
’eco
nom
y,
whe
re th
ere
will
be
no G
ovt.
inte
rfer
ence
. But
in
prac
tical
, pur
e La
isse
z F
aire
doe
sn’t
exis
t at a
ll.
�A
nd, t
he la
st o
ne, i
t is
not a
pplic
able
in th
e de
velo
ping
cou
ntrie
s lik
e B
angl
ades
h, In
dia,
Sri
Lank
a an
d P
akis
tan.
Roy
F. H
arro
d
(190
0-19
78)
Neo
-Cla
ssic
al M
odel
�Li
mita
tions
:�
It do
esn’
t pro
vide
an
y ne
w th
eory
of
deve
lopm
ent.
It ju
st s
olve
s th
e pr
oble
m o
f H
arro
d-D
omar
mod
el.
�T
his
theo
ry e
mph
asiz
es o
ver
tech
nolo
gica
l adv
ance
men
t, bu
t it
coul
dn’t
show
the
exac
t det
erm
inan
ts o
f th
e te
chno
logi
cal p
rogr
ess.
�T
his
theo
ry is
bas
ed o
n di
min
ishi
ng
mar
gina
l ret
urn,
whi
ch o
nly
can
ensu
re a
st
eady
rat
e fo
r th
e sh
ort t
erm
, not
a lo
ng-
run
grow
th in
the
econ
omy.
Rob
ert S
olow
Evo
lutio
n of
End
ogen
ous
The
ory
�E
ndog
enou
s m
eans
‘int
erna
lly d
eriv
ed’.
�D
evel
oped
in 1
980
by P
aul R
omer
and
Rob
ert L
ucas
.�
End
ogen
ous
grow
th th
eory
atte
mpt
s to
exp
lain
gro
wth
rat
es a
s fu
nctio
ns o
f soc
ieta
l dec
isio
ns, i
n pa
rtic
ular
sav
ing
rate
s.
Rob
ert L
ucas
Pau
l Rom
er
Mai
n T
hem
e
�T
he m
odel
def
ines
that
out
put a
nd g
row
th d
epen
d on
the
inte
rnal
va
riabl
e sa
ving
rat
e. It
is th
e sa
ving
rat
e th
at is
con
vert
ed in
to
hum
an c
apita
l inv
estm
ent (
inve
stm
ent f
or in
nova
ting
new
idea
s an
d m
etho
ds).
�It
also
hol
ds th
at te
chno
logi
cal p
rogr
ess
is e
ssen
tial f
or e
cono
my’
s lo
ng-r
un g
row
th. B
ut th
e de
term
inan
t of t
he te
chno
logi
cal p
rogr
ess
isth
e sa
ving
rat
e.
Ass
umpt
ions
�N
o po
pula
tion
grow
th�
No
depr
ecia
tion
�T
echn
olog
ical
pro
gres
s is
ess
entia
l�
Incr
easi
ng r
etur
ns to
sca
le�
Mar
gina
l pro
duct
of c
apita
l is
cons
tant
Thi
s m
odel
ass
umes
that
inve
stm
ent i
n ed
ucat
ion
and
rese
arch
will
no
t onl
y ha
ve p
ositi
ve e
ffect
on
the
firm
or
indi
vidu
al w
ho is
mak
ing
the
invo
lvem
ent,
but a
lso
will
hav
e on
oth
ers
of th
e en
tire
econ
omy.
Impo
rtan
t Ter
ms
�R
etu
rns
to s
cale
:�
Con
stan
t ret
urns
to s
cale
�In
crea
sing
ret
urns
to s
cale
�D
ecre
asin
g re
turn
s to
sca
le
�S
pill
ove
r E
ffec
t:S
pillo
ver
effe
cts
whi
ch in
volv
e in
volu
ntar
y im
posi
tion
of c
osts
or
ben
efits
.
The
ory
Exp
lana
tion
�T
his
theo
ry e
mph
asiz
es e
duca
tion,
kno
wle
dge,
exp
erie
nce,
re
sear
ch a
nd tr
aini
ng a
re th
e so
urce
s of
gro
wth
, bec
ause
thes
e th
ings
cre
ate
a pr
oces
s of
inno
vatio
n.
Inno
vatio
n ar
e of
two
type
s:
�H
oriz
onta
l Inn
ovat
ion
�V
ertic
al In
nova
tion
Alg
ebra
ic E
xpre
ssio
n &
Gra
phic
al R
epre
sent
atio
n
)2(...
......
.sY
K=
∆
saK
K=
∆/
saY
Y=
∆/
)3..(
......
....
saK
K=
∆
)1.(...
......
.aK
Y=
End
ing
Poi
nt
�H
ow th
is th
eory
is
bette
r th
an o
ther
s?�
Thi
s th
eory
ens
ures
su
stai
nabl
e gr
owth
ove
r a
long
per
iod
of ti
me
�It
rem
oves
the
prob
lem
s of
th
e pr
evio
us th
eorie
s
�D
raw
back
s:�
Bas
ed o
n T
radi
tiona
l A
ssum
ptio
ns li
ke o
ther
th
eorie
s
�It
over
look
s th
e in
fluen
tial
fact
ors
�It
igno
res
shor
t-ru
n an
d m
id-r
un g
row
th
Co
mp
any
LO
GO
Que
stio
ns a
nd A
nsw
ers