Do you think the speed at which money flows remains the same? Fisher's equations generally assume that the velocity of money flow is constant, But the rate at which we find money flows in financial activity does not seem to be constant, Money flows at different rates throughout the economy, So I wrote a new formula for the flow of money to explain the 2008 financial crisis. Do you think it makes sense?

V=m1/m2/t,

Where m1 is the amount of currency outflow (inflow) of an individual or company, m2 is the asset of an individual or company, and time t.

The formula means that the speed of money that flows through a company or a certain consumer is the expenditure or income of money divided by the assets of that consumer. For example, if you have $10,000 this year and you spend $8,000, then the money you spend is flowing at 0.8 a year. The 2008 financial crisis was an imbalance in the speed of money flows, money moving too fast in financial institutions, So much so that the capital chain breaks there (because the people who bought a house can't pay back, and the lender's money can't flow as fast as the financial institutions)

Money in the economy is not static, it is flowing. Banks and financial institutions flowed so fast, and in 2008, these banks desperately lent money to people who bought houses, That means money flows out of the bank quickly, but the people who borrowed money don't earn enough to pay the loan on time, They pay back the money more slowly than the bank borrowing money. When they reach the critical point, the bank's money can not be provided to the depositors in time, thus causing a bank run. Just like the water flow, some of the water pipe is too big, the water flow is too fast, and the water flow rupture is equivalent to the rupture of Bank of America in 2008. Therefore, the 2008 financial crisis in the United States was caused by the unbalanced rate of money flow. The flow of money was broken and the capital chain was broken. The solution was for the central bank to release water and inject money into the banking system. Of course, getting the Fed to inject money is not the best way to solve the problem, just what has to be done when there is already a financial crisis. Until then, the government should try to keep the rate of money flow balanced, so that the speed of bank loans is roughly equal to the income of those who buy a house, or "equilibrium", so that the flow of money will not break and prevent financial crisis

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Some time ago I wrote a formula for the speed of money flow, but I now feel that that formula is logically unreasonable, I think there's another very simple formula, so simple to upset me. Can you see that this formula is reasonable? Did anyone mention it before? Using human individuals or companies as "nodes", the flow rate of money flowing into this node is:

V=M/t

M is Money flowing out of or into the bank (assuming this "node" is the bank)

The formula means the amount of money flowing into or out of a company or individual at some time. For example, if a bank loans $10 million in a day, then the flow rate of the loan is:

V=10000000/day

A person's monthly salary is $1,000, so the speed of his salary flow is:

V=1000/month

The rate of money flow is calculated as the amount of money flowing in or out of the "node" per unit of time. If a bank, excluding reserves, it has $100 million, in a month, it lent $10 million to the customer who bought a house, assuming 10 people, 1 million each. If each of the ten customers pays $10,000 a month, the total is $100,000. Ignoring interest, there is still $9.9 million, and $9.9 million needs to be made up from other sources. If this bank, someone withdraw 90 million dollars a month,Then its $100 million is just enough.((Regardless of bank profits and employee salaries) If the first 10 customers who borrow money to buy a house have a person who did not repay that month, then obviously, the bank's working capital is a problem, because some depositors can't get any cash.

Here, propose a "node monetary equilibrium", I don't know if this "equilibrium" has been proposed.

Set at both ends of the node, the inflow and outflow of money are respectively Mg and Mx , the node has money stock is Mc, and the time period is t, then:

Mx/t=(Mg+Mc)/t

Because the time period is the same, so:

Mx=Mg+Mc

Here, Mc is the currency, not including the fixed assets of the node, such as excluding his house, car, etc.("Node" refers to the individual, company, bank and other subjects that "flow through" the currency.)

The formula means that the money that flows out of the node is equal to the currency that the node originally has and the currency that flows in. For example, if someone had $800 and received a $200 tip, then he had $1,000, and then he bought an iPhone for $1,000.

This is the equilibrium condition of extreme. In fact, there are three cases of the relationship between these three currencies, besides the one above, there are two:

Mx>Mg+Mc

This situation means that the amount of money out from the node is greater than the sum of the original amount of money and the subsequent income of the node. In this case, for example, when the bank borrows too much money and the borrower cannot keep up with the repayment. This condition is equivalent to a human blood loss.

There is also the most common condition:

Mx

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