<p>It depends on what you mean by "sustained growth" and "flourishing markets". </p>

<p>Clearly the Earth as a whole is a big market. If you do not look at human made borders: the global economy is currently growing and some would say it is flourishing. There is no physical reason why this could not be done without the borders.</p>

<p>There are areas where the current technology cannot support the current population without outside help. An example is the heavily industrialized North Korea (which seems to motivate your question) which gets large amount of aid in food from the UN.</p>

CC BY-SA 4.0
2021-05-12T13:38:24.797Z
Not sure if this answers the question. There are two components of trade: international and international. If the earth becomes one country, then there is no "international" trade. Now, there is as close a consensus as economists can get that trade is good for growth, starting from Frankel and Romer (99, AER)), the entire new gravity literature (AvW , 2001) which estimates the gains from trade, and they are always positive (distributional effects aside). Empircally, the answer is "no, an economy cannot flourish under autarky."
ChinG
CC BY-SA 4.0
2021-05-12T14:29:46.883Z
@ChinG "*trade is good for growth*" I did not dispute this anywhere. As to "*no, an economy cannot flourish under autarky*": this is in my opinion clearly false, but feel free to write an alternate answer based on your comment.
Giskard
CC BY-SA 4.0
2021-05-13T21:21:23.033Z
I suggest the autarkic closed economy border must enclose the sun. The border is an ellipse that is just a little bigger than the orbit of the Earth. When asteroid mining and moon and Mars tourism happen we can redefine the border of the closed economy.
H2ONaCl
CC BY-SA 3.0
2016-07-05T06:42:13.003Z
2016-07-05T06:42:13.003Z
Giskard
<p>Yes. Sort of. A closed economy can theoretically flourish. But not as much as if were more open. The more trade that occurs, the more prosperous the trading partners will be. Approaching the square of the total amout of available trade.</p>

<p><a href="https://en.wikipedia.org/wiki/Metcalfe%27s_law" rel="nofollow noreferrer">Metcalfe's Law quantitatively models this answer</a>:</p>

<p>$$ \Theta(n) = \frac {n(n-1)}{2} $$</p>

<p>where $\Theta$ is the number of connections within a network and $n$ is the number of nodes. The total value of the network can be thought of as  the aggregate combined real GDP of the included sub economies.</p>

<p>So the more economies that trade with the subject economy, the value of the entire network asymptotically approaches $n^2$.</p>

<p>$$ \lim_{n \to \infty } \frac{\Theta(n)}{n^2} = 1 $$</p>

A network modeled by Metcalfe's Law

<p><a href="https://i.sstatic.net/2Wn5u.png" rel="nofollow noreferrer"><img src="https://i.sstatic.net/2Wn5u.png" alt="A network modeled by Metcalfe&#39;s Law"></a></p>

CC BY-SA 3.0
2016-07-06T07:38:36.617Z
The "value of the network" seems ill defined here. The network of a single country has no value, but a single country can probably have some sort of value creating economy.
Giskard
CC BY-SA 3.0
2016-07-06T08:46:23.877Z
This is a very abstract approach.  Surely it matters how much the economies differ in their factor endowments?
Adam Bailey
CC BY-SA 3.0
2016-07-06T14:51:34.167Z
@AdamBailey: Agreed. One feature of this approach is that it is a simplified (some might argue *oversimplified*) theoretical first order approximation only. This approach simplifies the answer enough for the average person to understand quantitatively.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T14:55:43.467Z
@denesp: Value of network is aggregate combined real GDP of the included sub economies. I thought it was obvious but it never hurts to define more explicitly. Edit made.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T16:19:13.710Z
@Mowzer This is what puzzles me. According to the formula, $\theta(1) = 0$. So no economy on its own produces anything?
Giskard
CC BY-SA 3.0
2016-07-06T17:51:51.007Z
@denesp: Sorry. But no. $n$ is the number of *nodes*. Not the number of *economies*. Think of a node as a discrete entity capable of engaging in one or more trade transactions. For example, an individual consumer. Or a company division that produces a product. There is a one-to-many relationship between economies and nodes. i.e., One economy can have many nodes. And each node must belong to at least one economy. This model is more consistent with reality than your question implies — economies trading with each other. In real life individual nodes engage in trade. Not entire economies.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T17:54:07.130Z
@Mowzer This brings us to a really abstract level, but okay. Perhaps clarify this in the body of the answer?
Giskard
CC BY-SA 3.0
2016-07-06T17:58:03.880Z
@denesp: I agree about the abstractness. But the tradeoff is a reasonably accurate yet relatively simple ***quantitative*** model. I agree and will try and edit to clarity.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T18:00:42.517Z
@denesp:  Also, the granular nature of the node approach allows the model to factor into account the difference in relative sizes of economies. And to AdamBailey's point, one could conceivably augment the Metcalfe model to take into account other factors as well.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T18:02:23.680Z
@Mowzer "reasonably accurate"? Can you point me to a study on this?
Giskard
CC BY-SA 3.0
2016-07-06T18:11:29.740Z
@denesp: [Here is a white paper from University of Southampton](http://ra.ethz.ch/WWW/www2008/ws-workshop/WebEvolve2008-10.pdf). I think the important feature of the Metcalfe model is the superlinear relationship between aggregate trade value and number of nodes. And the fact the model is simple and quantitative in nature. Accuracy is not so important IMHO.
FreeMarketUnicorn
CC BY-SA 3.0
2016-07-06T18:45:02.977Z
@Mowzer Than don't claim it is "reasonably accurate"? Please figure out what your actual claim is and edit your answer accordingly.
Giskard
CC BY-SA 3.0
2016-07-06T06:05:17.677Z
2016-07-06T18:17:23.533Z
2016-07-06T18:17:23.533Z
FreeMarketUnicorn
<p>The US and Japan rely heavily on other countries for their economy, as does every single economy on Earth. Say you put a wall around a flourishing city; nothing in, nothing out. Everyone will die. It's that simple.
Expand this any way you like. It is basic physics. An organism can only maintain itself via material from outside itself, whether that is sunlight and soil or imported consumer goods. Even the ground we walk on is replenished by volcanic activity. And an organism must expel waste, whether this waste is gas or a glut of government-subsidised soy beans or even the trillions of tons of garbage that "First World" countries have polluted their own and poorer countries with.
The cold hard fact is, no country can succeed unless </p>

<p>1) it is small or lucky enough to have a large amount of unused land/resources which are not being used by the population.</p>

<p>2)it has something that people in other countries want.</p>

<p>3) other countries are willing to supply that country with (at the very least) raw materials</p>

<p>Even in the early days of e.g. Europeans' colonisation of North America, the home countries were fundamental for currency and goods. Millions of animals in Canada were slaughtered for money from outside. The Gold Rush would have meant nothing if there was no-one to give it to in exchange for products. Human culture is now so large and so voracious that we will eventually (and much sooner than we think) get to the stage where we are basically living in one, sealed town called The Earth.
Life managed to survive for billions of years because it never ran out of resources. Humans are not that efficient.  </p>

CC BY-SA 4.0
2020-05-04T19:43:45.017Z
(-1) The closed in "closed economy" is not the same as the closed in physical "closed system".
Giskard
CC BY-SA 4.0
2020-05-03T10:08:58.463Z
2020-05-03T10:08:58.463Z
Tam O' Banter
<p>I was wondering if it is possible to run a country based <strong>only</strong> on <strong>domestic economy</strong> and not to enter the world economy. Basically, if certain economy of a certain country fails and poses threat to world economy, can other countries seal off their economies and still function with sustained growth and flourishing markets based on domestic economy itself?</p>

<p>I know this a naive question, but I tried to find an answer on on the internet and didn't get a satisfactory answer.</p>

CC BY-SA 3.0
2016-07-07T10:21:26.617Z
The United States and Japan have <0.2 of import/GDP ratio, which makes them pretty much closed. International trade is not critical.
Anton Tarasenko
CC BY-SA 3.0
2016-08-05T19:17:23.213Z
@AntonTarasenko is that <0.2% or <20%? I would say the latter is non-negligable.
Giskard
CC BY-SA 3.0
2016-08-05T23:00:13.080Z
@denesp Below 20%. Welfare losses in a big closed economy can be partly compensated with domestic production.
Anton Tarasenko
CC BY-SA 3.0
2016-08-05T23:51:02.783Z
@AntonTarasenko Sure, but I would not call that "pretty much closed".
Giskard
CC BY-SA 3.0
2017-08-22T06:09:45.877Z
@AntonTarasenko plus there is a lot of foreign direct investment, tourism, labour mobility, inflow of ideas, international cooperation in standards, and a long list of interdependencies in so many dimensions that are not reorded by "imports".
luchonacho
CC BY-SA 4.0
2021-05-12T13:40:01.253Z
@AntonTarasenko Look at the volume of trade, which is imports+exports/GDP. Yes, international trade is indeed critical. Japan's economic growth was heavily based on exports (as was the USA's)
ChinG
<macroeconomics><gdp><international-trade><international-economics><nonexpert>
Can a closed economy flourish?
user8734
# Can a closed economy flourish?

(Asked by: username_0 on 2016-07-05)

I was wondering if it is possible to run a country based **only** on **domestic economy** and not to enter the world economy. Basically, if certain economy of a certain country fails and poses threat to world economy, can other countries seal off their economies and still function with sustained growth and flourishing markets based on domestic economy itself?

I know this a naive question, but I tried to find an answer on on the internet and didn't get a satisfactory answer.

**Tags:** macroeconomics, gdp, international-trade, international-economics, nonexpert

> **Comments:**
> **username_1**: The United States and Japan have <0.2 of import/GDP ratio, which makes them pretty much closed. International trade is not critical.  
> **username_2**: @AntonTarasenko is that <0.2% or <20%? I would say the latter is non-negligable.  
> **username_1**: @denesp Below 20%. Welfare losses in a big closed economy can be partly compensated with domestic production.  
> **username_2**: @AntonTarasenko Sure, but I would not call that "pretty much closed".  
> **username_3**: @AntonTarasenko plus there is a lot of foreign direct investment, tourism, labour mobility, inflow of ideas, international cooperation in standards, and a long list of interdependencies in so many dimensions that are not reorded by "imports".  
> **username_4**: @AntonTarasenko Look at the volume of trade, which is imports+exports/GDP. Yes, international trade is indeed critical. Japan's economic growth was heavily based on exports (as was the USA's)  

---

## 3 answers

### Answer by username_2 on 2016-07-05. Score: 8

It depends on what you mean by "sustained growth" and "flourishing markets".

Clearly the Earth as a whole is a big market. If you do not look at human made borders: the global economy is currently growing and some would say it is flourishing. There is no physical reason why this could not be done without the borders.

There are areas where the current technology cannot support the current population without outside help. An example is the heavily industrialized North Korea (which seems to motivate your question) which gets large amount of aid in food from the UN.

> **Comments:**
> **username_4**: Not sure if this answers the question. There are two components of trade: international and international. If the earth becomes one country, then there is no "international" trade. Now, there is as close a consensus as economists can get that trade is good for growth, starting from Frankel and Romer (99, AER)), the entire new gravity literature (AvW , 2001) which estimates the gains from trade, and they are always positive (distributional effects aside). Empircally, the answer is "no, an economy cannot flourish under autarky."  
> **username_2**: @username_4 "*trade is good for growth*" I did not dispute this anywhere. As to "*no, an economy cannot flourish under autarky*": this is in my opinion clearly false, but feel free to write an alternate answer based on your comment.  
> **username_5**: I suggest the autarkic closed economy border must enclose the sun. The border is an ellipse that is just a little bigger than the orbit of the Earth. When asteroid mining and moon and Mars tourism happen we can redefine the border of the closed economy.  

---

### Answer by username_6 on 2016-07-06. Score: 1

Yes. Sort of. A closed economy can theoretically flourish. But not as much as if were more open. The more trade that occurs, the more prosperous the trading partners will be. Approaching the square of the total amout of available trade.

[Metcalfe's Law quantitatively models this answer](https://en.wikipedia.org/wiki/Metcalfe%27s_law):

$$ \Theta(n) = \frac {n(n-1)}{2} $$

where $\Theta$ is the number of connections within a network and $n$ is the number of nodes. The total value of the network can be thought of as the aggregate combined real GDP of the included sub economies.

So the more economies that trade with the subject economy, the value of the entire network asymptotically approaches $n^2$.

$$ \lim\_{n \to \infty } \frac{\Theta(n)}{n^2} = 1 $$

A network modeled by Metcalfe's Law

[![A network modeled by Metcalfe's Law](https://i.sstatic.net/2Wn5u.png)](https://i.sstatic.net/2Wn5u.png)

> **Comments:**
> **username_2**: The "value of the network" seems ill defined here. The network of a single country has no value, but a single country can probably have some sort of value creating economy.  
> **username_7**: This is a very abstract approach.  Surely it matters how much the economies differ in their factor endowments?  
> **username_6**: @AdamBailey: Agreed. One feature of this approach is that it is a simplified (some might argue *oversimplified*) theoretical first order approximation only. This approach simplifies the answer enough for the average person to understand quantitatively.  
> **username_6**: @denesp: Value of network is aggregate combined real GDP of the included sub economies. I thought it was obvious but it never hurts to define more explicitly. Edit made.  
> **username_2**: @Mowzer This is what puzzles me. According to the formula, $\theta(1) = 0$. So no economy on its own produces anything?  
> **username_6**: @denesp: Sorry. But no. $n$ is the number of *nodes*. Not the number of *economies*. Think of a node as a discrete entity capable of engaging in one or more trade transactions. For example, an individual consumer. Or a company division that produces a product. There is a one-to-many relationship between economies and nodes. i.e., One economy can have many nodes. And each node must belong to at least one economy. This model is more consistent with reality than your question implies — economies trading with each other. In real life individual nodes engage in trade. Not entire economies.  
> **username_2**: @Mowzer This brings us to a really abstract level, but okay. Perhaps clarify this in the body of the answer?  
> **username_6**: @denesp: I agree about the abstractness. But the tradeoff is a reasonably accurate yet relatively simple ***quantitative*** model. I agree and will try and edit to clarity.  
> **username_6**: @denesp:  Also, the granular nature of the node approach allows the model to factor into account the difference in relative sizes of economies. And to AdamBailey's point, one could conceivably augment the Metcalfe model to take into account other factors as well.  
> **username_2**: @Mowzer "reasonably accurate"? Can you point me to a study on this?  
> **username_6**: @denesp: [Here is a white paper from University of Southampton](http://ra.ethz.ch/WWW/www2008/ws-workshop/WebEvolve2008-10.pdf). I think the important feature of the Metcalfe model is the superlinear relationship between aggregate trade value and number of nodes. And the fact the model is simple and quantitative in nature. Accuracy is not so important IMHO.  
> **username_2**: @Mowzer Than don't claim it is "reasonably accurate"? Please figure out what your actual claim is and edit your answer accordingly.  

---

### Answer by username_8 on 2020-05-03. Score: -1

The US and Japan rely heavily on other countries for their economy, as does every single economy on Earth. Say you put a wall around a flourishing city; nothing in, nothing out. Everyone will die. It's that simple.
Expand this any way you like. It is basic physics. An organism can only maintain itself via material from outside itself, whether that is sunlight and soil or imported consumer goods. Even the ground we walk on is replenished by volcanic activity. And an organism must expel waste, whether this waste is gas or a glut of government-subsidised soy beans or even the trillions of tons of garbage that "First World" countries have polluted their own and poorer countries with.
The cold hard fact is, no country can succeed unless

1) it is small or lucky enough to have a large amount of unused land/resources which are not being used by the population.

2)it has something that people in other countries want.

3) other countries are willing to supply that country with (at the very least) raw materials

Even in the early days of e.g. Europeans' colonisation of North America, the home countries were fundamental for currency and goods. Millions of animals in Canada were slaughtered for money from outside. The Gold Rush would have meant nothing if there was no-one to give it to in exchange for products. Human culture is now so large and so voracious that we will eventually (and much sooner than we think) get to the stage where we are basically living in one, sealed town called The Earth.
Life managed to survive for billions of years because it never ran out of resources. Humans are not that efficient.

> **Comments:**
> **username_2**: (-1) The closed in "closed economy" is not the same as the closed in physical "closed system".  

---

